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prompt stringlengths 62 1.01k	question stringlengths 42 985	answer stringlengths 122 1.66k	response stringlengths 122 1.66k	score_label float64 0 1
Q: Mark wants to build a pyramid of soda cases that's four levels tall. Each level of the pyramid has a square base where each side is one case longer than the level above it. The top level is just one case. How many cases of soda does Mark need? A: [Score: 0.0]	Mark wants to build a pyramid of soda cases that's four levels tall. Each level of the pyramid has a square base where each side is one case longer than the level above it. The top level is just one case. How many cases of soda does Mark need?	How many cases are on the second level? We know that the top level just has one case. Since each level has one more case per side than the level above it, the second level has sides that are 2 cases long. How many cases are on the second level? We can figure out how many cases we need for the second level by finding the area of a square with a side length of 2: 2 cases * 2 cases = <<22=4>>4 cases How many cases are on the third level? * The third level has three cases per side, so we need to find the area of a square with side length 3: 3 cases * 3 cases = <<33=9>>9 cases How many cases are on the fourth level? * The fourth level has a side length of 4, so we find its area with 4 cases * 4 cases = <<44=16>>16 cases How many cases of soda does Mark need? * Finally, we add up the number of cases we need on each level: 1 cases + 4 cases + 9 cases + 16 cases = <<1+4+9+16=30>>30 cases #### 30	How many cases are on the second level? We know that the top level just has one case. Since each level has one more case per side than the level above it, the second level has sides that are 2 cases long. How many cases are on the second level? We can figure out how many cases we need for the second level by finding the area of a square with a side length of 2: 2 cases * 2 cases = <<22=4>>4 cases How many cases are on the third level? * The third level has three cases per side, so we need to find the area of a square with side length 3: 3 cases * 3 cases = <<33=9>>9 cases How many cases are on the fourth level? * The fourth level has a side length of 4, so we find its area with 4 cases * 4 cases = <<44=16>>16 cases How many cases of soda does Mark need? * Finally, we add up the number of cases we need on each level: 1 cases + 4 cases + 9 cases + 16 cases = <<1+4+9+16=30>>30 cases #### 30	0
Q: There were 10000 spectators at a basketball match. 7000 of them were men. Of the remaining spectators, there were 5 times as many children as women. How many children were there? A: [Score: 1.0]	There were 10000 spectators at a basketball match. 7000 of them were men. Of the remaining spectators, there were 5 times as many children as women. How many children were there?	How many women and children were there? There were 10000 - 7000 = <<10000-7000=3000>>3000 women and children. How many women were there? There were 3000 ÷ (5+1) = <<3000/(5+1)=500>>500 women. How many children were there? ** There are 500 × 5 = <<500*5=2500>>2500 children at the basketball match. #### 2500	How many women and children were there? There were 10000 - 7000 = <<10000-7000=3000>>3000 women and children. How many women were there? There were 3000 ÷ (5+1) = <<3000/(5+1)=500>>500 women. How many children were there? ** There are 500 × 5 = <<500*5=2500>>2500 children at the basketball match. #### 2500	1
Q: Zach is saving his money to buy a brand new bike that costs $100. His weekly allowance is $5. His parent will pay him an extra $10 to mow the lawn. His neighbor will pay him $7 per hour to babysit their son. He has already saved up $65. He'll receive his allowance on Friday and he's planning on babysitting for 2 hours this Saturday after he mows the lawn. How much more money does Zach need to earn before he can buy the bike? A: [Score: 0.0]	Zach is saving his money to buy a brand new bike that costs $100. His weekly allowance is $5. His parent will pay him an extra $10 to mow the lawn. His neighbor will pay him $7 per hour to babysit their son. He has already saved up $65. He'll receive his allowance on Friday and he's planning on babysitting for 2 hours this Saturday after he mows the lawn. How much more money does Zach need to earn before he can buy the bike?	How much will Zach earn by babysitting? ** If he babysits for 2 hours at $7 per hour, he will earn 27 = $<<27=14>>14 How much will Zach earn this week? This week he will earn $5 allowance, $10 mowing the lawn and $14 from babysitting for a total of 5+10+14 = $<<5+10+14=29>>29 How much money does Zach have? If we add the $29 he will earn to his $65 savings, he will have a total of 29 + 65 = $<<29+65=94>>94 How much more money does Zach need to earn? ** The bike costs $100 and he will have $94 leaving $100-$94 = $<<100-94=6>>6 more that he will need to earn #### 6	How much will Zach earn by babysitting? ** If he babysits for 2 hours at $7 per hour, he will earn 27 = $<<27=14>>14 How much will Zach earn this week? This week he will earn $5 allowance, $10 mowing the lawn and $14 from babysitting for a total of 5+10+14 = $<<5+10+14=29>>29 How much money does Zach have? If we add the $29 he will earn to his $65 savings, he will have a total of 29 + 65 = $<<29+65=94>>94 How much more money does Zach need to earn? ** The bike costs $100 and he will have $94 leaving $100-$94 = $<<100-94=6>>6 more that he will need to earn #### 6	0
Q: June liked to collect cat stickers. She had a total of 76 in her collection. Her twin sister Bonnie also collected cat stickers and had 63 in her collection. For their birthday, their grandparents gave them 25 cat stickers each. How many combined stickers did they have? A: [Score: 0.0]	June liked to collect cat stickers. She had a total of 76 in her collection. Her twin sister Bonnie also collected cat stickers and had 63 in her collection. For their birthday, their grandparents gave them 25 cat stickers each. How many combined stickers did they have?	How many stickers did June have? June had 76 stickers and was given 25 from her grandparents so she had 76 + 25 = <<76+25=101>>101 stickers How many stickers did Bonnie have? Bonnie had 63 stickers and was given 25 from her grandparents so she had 63 + 25 = <<63+25=88>>88 stickers How many combined stickers did they have? ** June had 101 stickers and Bonnie had 88 stickers so together, they had 101 + 88 = <<101+88=189>>189 stickers #### 189	How many stickers did June have? June had 76 stickers and was given 25 from her grandparents so she had 76 + 25 = <<76+25=101>>101 stickers How many stickers did Bonnie have? Bonnie had 63 stickers and was given 25 from her grandparents so she had 63 + 25 = <<63+25=88>>88 stickers How many combined stickers did they have? ** June had 101 stickers and Bonnie had 88 stickers so together, they had 101 + 88 = <<101+88=189>>189 stickers #### 189	0
Q: Erica sees 9 butterflies in the garden. She sees one-third of them fly away. How many butterflies are left in the garden? A: [Score: 0.0]	Erica sees 9 butterflies in the garden. She sees one-third of them fly away. How many butterflies are left in the garden?	How many butterflies fly away? Erica sees 9 / 3 = <<9/3=3>>3 butterflies fly away. How many butterflies are left in the garden? There are 9 - 3 = <<9-3=6>>6 butterflies still left in the garden. #### 6	How many butterflies fly away? Erica sees 9 / 3 = <<9/3=3>>3 butterflies fly away. How many butterflies are left in the garden? There are 9 - 3 = <<9-3=6>>6 butterflies still left in the garden. #### 6	0
Q: Samira is the assistant coach of a soccer team playing against one of the best teams in their league. She has four dozen water bottles filled with water in a box. In the first break of the match, the 11 players on the field each take two bottles of water from Samira's box, and at the end of the game, take one more bottle each. How many bottles of water are remaining in Samira's box? A: [Score: 0.0]	Samira is the assistant coach of a soccer team playing against one of the best teams in their league. She has four dozen water bottles filled with water in a box. In the first break of the match, the 11 players on the field each take two bottles of water from Samira's box, and at the end of the game, take one more bottle each. How many bottles of water are remaining in Samira's box?	How many bottles of water are in the box? ** If the box has four dozen bottles of water, there are 412 = <<412=48>>48 bottles of water in the box How many bottles of water do the players take from the box? ** After the first half, the 11 players take 112 = <<112=22>>22 bottles of water from the box. How many bottles of water do the players take from the box? If they take 11 more bottles of water at the end of the game, the number increases to 22+11 = 33 bottles of water taken How many bottles of water are remaining in the box? Without the bottles taken, there are 48-33 =<<48-33=15>>15 bottles of water remaining in the box #### 15	How many bottles of water are in the box? ** If the box has four dozen bottles of water, there are 412 = <<412=48>>48 bottles of water in the box How many bottles of water do the players take from the box? ** After the first half, the 11 players take 112 = <<112=22>>22 bottles of water from the box. How many bottles of water do the players take from the box? If they take 11 more bottles of water at the end of the game, the number increases to 22+11 = 33 bottles of water taken How many bottles of water are remaining in the box? Without the bottles taken, there are 48-33 =<<48-33=15>>15 bottles of water remaining in the box #### 15	0
Q: In a factory that employed 852 people, 25% more workers have just been hired. How many employees are there now in the factory? A: [Score: 0.0]	In a factory that employed 852 people, 25% more workers have just been hired. How many employees are there now in the factory?	How many workers are there now? ** A quarter of the workers equals 852 * 25 / 100 = <<85225/100=213>>213 workers. How many employees are there now? * There are now 852 + 213 = <<852+213=1065>>1065 employees in the factory. #### 1065	How many workers are there now? ** A quarter of the workers equals 852 * 25 / 100 = <<85225/100=213>>213 workers. How many employees are there now? * There are now 852 + 213 = <<852+213=1065>>1065 employees in the factory. #### 1065	0
Q: In a certain company, for every customer served, an employee gets as many bonus points, as 20% of the number of customers served. On Monday, Tom served 10 customers per hour for 8 hours. How many bonus points did Tom earn that day? A: [Score: 0.5]	In a certain company, for every customer served, an employee gets as many bonus points, as 20% of the number of customers served. On Monday, Tom served 10 customers per hour for 8 hours. How many bonus points did Tom earn that day?	How many clients did Tom serve on Monday? ** Tom served on Monday to 8 * 10 = <<810=80>>80 clients. How many bonus points did Tom earn on Monday? * So Tom earned 20/100 * 80 = <<20/100*80=16>>16 bonus points. #### 16	How many clients did Tom serve on Monday? ** Tom served on Monday to 8 * 10 = <<810=80>>80 clients. How many bonus points did Tom earn on Monday? * So Tom earned 20/100 * 80 = <<20/100*80=16>>16 bonus points. #### 16	0.5
Q: An Italian restaurant earns $600 every weekday and twice as much on the weekend. How much money does it earn by the end of the month? A: [Score: 1.0]	An Italian restaurant earns $600 every weekday and twice as much on the weekend. How much money does it earn by the end of the month?	How much does the restaurant earn on weekdays? ** On weekdays it earns $600/weekday * 5 weekdays = $<<6005=3000>>3000 How much does the restaurant earn on the weekend? * During the weekend it earns twice as much each day so it makes ($600 * 2)/weekend day * 2 weekend days = $<<(6002)2=2400>>2400 How much does the restaurant earn in total? Every week it earns $3000 + $2400 = $<<3000+2400=5400>>5400 How much does the restaurant earn by the end of the month? By the end of the month, it earns $5400/week * 4 weeks = $21600 #### 21600	How much does the restaurant earn on weekdays? ** On weekdays it earns $600/weekday * 5 weekdays = $<<6005=3000>>3000 How much does the restaurant earn on the weekend? * During the weekend it earns twice as much each day so it makes ($600 * 2)/weekend day * 2 weekend days = $<<(6002)2=2400>>2400 How much does the restaurant earn in total? Every week it earns $3000 + $2400 = $<<3000+2400=5400>>5400 How much does the restaurant earn by the end of the month? By the end of the month, it earns $5400/week * 4 weeks = $21600 #### 21600	1
Q: Joanne makes $16.00 working at her main job for 8 hours a day. She has a part-time job, working an extra 2 hours a day where she makes $13.50 an hour. How much money does she make if she works this schedule 5 days a week? A: [Score: 0.5]	Joanne makes $16.00 working at her main job for 8 hours a day. She has a part-time job, working an extra 2 hours a day where she makes $13.50 an hour. How much money does she make if she works this schedule 5 days a week?	How much does Joanne make at her main job? ** She works 8 hours a day at $16.00 an hour so she makes 816 = $<<816=128.00>>128.00 a day How much does Joanne make at her main job? ** She works this job 5 days a week so she makes 1285 = $<<1285=640.00>>640.00 in 5 days How much does Joanne make at her part-time job? ** She works 2 hours a day at $13.50 an hour so she makes 213.50 = $<<213.50=27.00>>27.00 a day How much does Joanne make at her part-time job? ** She works this job 5 days a week so she makes 275 = $<<275=135.00>>135.00 How much money does Joanne make if she works this schedule 5 days a week? ** She makes $640 at her main job and $135 at her part-time job so all total she makes 640+135 = $<<640+135=775.00>>775.00 in 5 days #### 775	How much does Joanne make at her main job? ** She works 8 hours a day at $16.00 an hour so she makes 816 = $<<816=128.00>>128.00 a day How much does Joanne make at her main job? ** She works this job 5 days a week so she makes 1285 = $<<1285=640.00>>640.00 in 5 days How much does Joanne make at her part-time job? ** She works 2 hours a day at $13.50 an hour so she makes 213.50 = $<<213.50=27.00>>27.00 a day How much does Joanne make at her part-time job? ** She works this job 5 days a week so she makes 275 = $<<275=135.00>>135.00 How much money does Joanne make if she works this schedule 5 days a week? ** She makes $640 at her main job and $135 at her part-time job so all total she makes 640+135 = $<<640+135=775.00>>775.00 in 5 days #### 775	0.5
Q: If a basket is capable of holding 40 fruit altogether, and there are 3 times as many apples as oranges, how many oranges are there? A: [Score: 0.0]	If a basket is capable of holding 40 fruit altogether, and there are 3 times as many apples as oranges, how many oranges are there?	How many apples are there? Since the ratio of apples to oranges is 3:1, that means for every 3 apples there is 1 orange. The size of this group is therefore 3+1=<<3+1=4>>4. How many groups are there? We then divide this group size into the total amount of fruit the basket is holding at this time, which is 40. This means there are 40/4=<<40/4=10>>10 of these groups in total. How many oranges are there? ** Since there are 10 of these groups in total, that means there are 101=<<101=10>>10 oranges in the basket. #### 10	How many apples are there? Since the ratio of apples to oranges is 3:1, that means for every 3 apples there is 1 orange. The size of this group is therefore 3+1=<<3+1=4>>4. How many groups are there? We then divide this group size into the total amount of fruit the basket is holding at this time, which is 40. This means there are 40/4=<<40/4=10>>10 of these groups in total. How many oranges are there? ** Since there are 10 of these groups in total, that means there are 101=<<101=10>>10 oranges in the basket. #### 10	0
Q: Billy's family likes to keep their bicycles stored in the garage when they're not being used. They own a total of 4 bicycles. Each bicycle wheel has 10 spokes. How many spokes are inside the garage? A: [Score: 0.0]	Billy's family likes to keep their bicycles stored in the garage when they're not being used. They own a total of 4 bicycles. Each bicycle wheel has 10 spokes. How many spokes are inside the garage?	How many wheels are in the garage? ** Each bicycle has 2 wheels, so there are a total of 42=<<42=8>>8 wheels in the garage as there are 4 bicycles. How many spokes are in the garage? ** Since each wheel has 10 spokes, this means there are 810=<<810=80>>80 spokes in total. #### 80	How many wheels are in the garage? ** Each bicycle has 2 wheels, so there are a total of 42=<<42=8>>8 wheels in the garage as there are 4 bicycles. How many spokes are in the garage? ** Since each wheel has 10 spokes, this means there are 810=<<810=80>>80 spokes in total. #### 80	0
Q: Rob has 24 baseball cards, and a few are doubles. One third of Rob's cards are doubles, and Jess has 5 times as many doubles as Rob. How many doubles baseball cards does Jess have? A: [Score: 1.0]	Rob has 24 baseball cards, and a few are doubles. One third of Rob's cards are doubles, and Jess has 5 times as many doubles as Rob. How many doubles baseball cards does Jess have?	How many doubles baseball cards does Rob have? Rob has 24/3=<<24/3=8>>8 doubles baseball cards. How many doubles baseball cards does Jess have? Jess has 85=<<85=40>>40 doubles baseball cards. #### 40	How many doubles baseball cards does Rob have? Rob has 24/3=<<24/3=8>>8 doubles baseball cards. How many doubles baseball cards does Jess have? Jess has 85=<<85=40>>40 doubles baseball cards. #### 40	1
Q: Next year, there will be twice as many people going to the fair as are going this year, and the number of people who went to the fair last year was 200 less than those going next year. If the number of people going to the fair this year is 600, calculate the number of people at the fair in the three years. A: [Score: 0.0]	Next year, there will be twice as many people going to the fair as are going this year, and the number of people who went to the fair last year was 200 less than those going next year. If the number of people going to the fair this year is 600, calculate the number of people at the fair in the three years.	How many people will be going to the fair next year? ** If there are 600 people at the fair this year, the number going to the fair next year is 2600 = <<2600=1200>>1200. How many people are going to the fair in the next two years? The number of people at the fair this year and the ones going next year totals 1200+600 = <<1200+600=1800>>1800 How many people were at the fair last year? The number of people who went to that fair last year was 200 less than those going next year, meaning there were 1200-200 = 1000 people at the fair last year. How many people will be at the fair in the next three years? ** In the three years, the number of people at the fair will be 1800 of this and next year + 1000 of last year = <<1800+1000=2800>>2800 #### 2800	How many people will be going to the fair next year? ** If there are 600 people at the fair this year, the number going to the fair next year is 2600 = <<2600=1200>>1200. How many people are going to the fair in the next two years? The number of people at the fair this year and the ones going next year totals 1200+600 = <<1200+600=1800>>1800 How many people were at the fair last year? The number of people who went to that fair last year was 200 less than those going next year, meaning there were 1200-200 = 1000 people at the fair last year. How many people will be at the fair in the next three years? ** In the three years, the number of people at the fair will be 1800 of this and next year + 1000 of last year = <<1800+1000=2800>>2800 #### 2800	0
Q: Mr. Grey's house was worth $100,000. He sold the house to Mr. Brown at a profit of 10%. After one year, Mr. Brown sold the house to his other friend with a 10% loss. How much was Mr. Brown's selling price? A: [Score: 0.5]	Mr. Grey's house was worth $100,000. He sold the house to Mr. Brown at a profit of 10%. After one year, Mr. Brown sold the house to his other friend with a 10% loss. How much was Mr. Brown's selling price?	How much was Mr. Grey's profit? ** Mr. Grey had a $100 000 x 10/100 = $<<10000010/100=10000>>10,000 profit. How much did Mr. Grey sell the house to Mr. Brown for? * So, Mr. Grey sold the house to Mr. Brown for $100 000 + $10 000 = $<<100000+10000=110000>>110,000. How much did Mr. Brown sell the house for? ** Mr. Brown sold the house $110 000 x 10/100 = $<<11000010/100=11000>>11,000 less than its purchased price. How much did Mr. Brown sell the house to his friend for? * Thus, Mr. Brown sold it for $110 000 - $11 000 = $99,000 to his friend. #### 99000	How much was Mr. Grey's profit? ** Mr. Grey had a $100 000 x 10/100 = $<<10000010/100=10000>>10,000 profit. How much did Mr. Grey sell the house to Mr. Brown for? * So, Mr. Grey sold the house to Mr. Brown for $100 000 + $10 000 = $<<100000+10000=110000>>110,000. How much did Mr. Brown sell the house for? ** Mr. Brown sold the house $110 000 x 10/100 = $<<11000010/100=11000>>11,000 less than its purchased price. How much did Mr. Brown sell the house to his friend for? * Thus, Mr. Brown sold it for $110 000 - $11 000 = $99,000 to his friend. #### 99000	0.5
Q: Jack has 42 pounds, 11 euros, and 3000 yen. If there are 2 pounds per euro and 100 yen per pound, how much does Jack have in yen? A: [Score: 1.0]	Jack has 42 pounds, 11 euros, and 3000 yen. If there are 2 pounds per euro and 100 yen per pound, how much does Jack have in yen?	How many pounds are in Jack's euros? ** First convert the euros to pounds: 11 euros * 2 pounds/euro = <<112=22>>22 pounds. How many pounds does Jack have? * Then add that amount to the amount Jack has in pounds: 22 pounds + 42 pounds = <<22+42=64>>64 pounds. How much does Jack have in yen? ** Then convert the pounds to yen: 64 pounds * 100 yen/pound = <<64100=6400>>6400 yen. How much does Jack have in yen? * Then add that amount to the amount Jack has in yen: 6400 yen + 3000 yen = <<6400+3000=9400>>9400 yen. #### 9400	How many pounds are in Jack's euros? ** First convert the euros to pounds: 11 euros * 2 pounds/euro = <<112=22>>22 pounds. How many pounds does Jack have? * Then add that amount to the amount Jack has in pounds: 22 pounds + 42 pounds = <<22+42=64>>64 pounds. How much does Jack have in yen? ** Then convert the pounds to yen: 64 pounds * 100 yen/pound = <<64100=6400>>6400 yen. How much does Jack have in yen? * Then add that amount to the amount Jack has in yen: 6400 yen + 3000 yen = <<6400+3000=9400>>9400 yen. #### 9400	1
Q: John starts a TV show. He pays $1000 per episode for the first half of the season. The second half of the season had episodes that cost 120% more expensive. If there are 22 episodes how much did the entire season cost? A: [Score: 1.0]	John starts a TV show. He pays $1000 per episode for the first half of the season. The second half of the season had episodes that cost 120% more expensive. If there are 22 episodes how much did the entire season cost?	How many episodes are there? The season is broken up into 22/2=<<22/2=11>>11 episode based on cost How much did the first 11 episodes cost? The first 11 episodes cost 111000=$<<111000=11000>>11,000 How much did the second half of the season cost? ** The next set of episodes cost 10001.2=$<<10001.2=1200>>1200 more per episode How much did the second half of the season cost? So they cost 1000+1200=$<<1000+1200=2200>>2200 each How much did the entire season cost? So in total they cost 220011=$<<220011=24200>>24200 How much did the entire season cost? ** So in total the season cost 24200+11000=$<<24200+11000=35200>>35,200 #### 35,200	How many episodes are there? The season is broken up into 22/2=<<22/2=11>>11 episode based on cost How much did the first 11 episodes cost? The first 11 episodes cost 111000=$<<111000=11000>>11,000 How much did the second half of the season cost? ** The next set of episodes cost 10001.2=$<<10001.2=1200>>1200 more per episode How much did the second half of the season cost? So they cost 1000+1200=$<<1000+1200=2200>>2200 each How much did the entire season cost? So in total they cost 220011=$<<220011=24200>>24200 How much did the entire season cost? ** So in total the season cost 24200+11000=$<<24200+11000=35200>>35,200 #### 35,200	1
Q: In a newspaper, each one of 12 pages holds 2 photos and each of another 9 pages hold 3 photos. How many photos are used in the newspaper? A: [Score: 0.5]	In a newspaper, each one of 12 pages holds 2 photos and each of another 9 pages hold 3 photos. How many photos are used in the newspaper?	How many photos are in the first batch of pages? ** The number of photos in the first batch of pages is 12 * 2 = <<122=24>>24 photos. How many photos are in the second batch? * The number of photos in the second batch is 9 * 3 = <<93=27>>27 photos. How many photos are used in the newspaper? * The total number of photos used in the newspaper is 24 + 27 = <<24+27=51>>51 photos. #### 51	How many photos are in the first batch of pages? ** The number of photos in the first batch of pages is 12 * 2 = <<122=24>>24 photos. How many photos are in the second batch? * The number of photos in the second batch is 9 * 3 = <<93=27>>27 photos. How many photos are used in the newspaper? * The total number of photos used in the newspaper is 24 + 27 = <<24+27=51>>51 photos. #### 51	0.5
Q: There are 50 children at the party. Three-fifths of them are boys. How many of the children are girls? A: [Score: 1.0]	There are 50 children at the party. Three-fifths of them are boys. How many of the children are girls?	How many children are boys? ** 50 x 3/5 = <<503/5=30>>30 children are boys. How many children are girls? * So, there are 50 - 30 = <<50-30=20>>20 children that are girls. #### 20	How many children are boys? ** 50 x 3/5 = <<503/5=30>>30 children are boys. How many children are girls? * So, there are 50 - 30 = <<50-30=20>>20 children that are girls. #### 20	1
Q: Aisha enjoys listening to music on her mp3 player. She starts with 500 songs on her mp3 player, then adds another 500 the week after that. She realizes her mp3 player has a large capacity for storing songs so she adds twice the amount she already had on her mp3 player. After a while, though, she decides that she doesn't like 50 of the songs and removes them. How many songs are on Aisha's mp3 player now? A: [Score: 0.0]	Aisha enjoys listening to music on her mp3 player. She starts with 500 songs on her mp3 player, then adds another 500 the week after that. She realizes her mp3 player has a large capacity for storing songs so she adds twice the amount she already had on her mp3 player. After a while, though, she decides that she doesn't like 50 of the songs and removes them. How many songs are on Aisha's mp3 player now?	How many songs are on Aisha's mp3 player after the first two weeks? Aisha starts with 500 songs + 500 songs = <<500+500=1000>>1000 songs added to her mp3 player in the first two weeks. How many songs are on Aisha's mp3 player after the first two weeks? After that Aisha adds twice that amount to her mp3 player, 1000 x 2 = <<10002=2000>>2000 songs added. How many songs are on Aisha's mp3 player now? * She now has 1000 + 2000 = <<1000+2000=3000>>3000 songs on her mp3 player. How many songs are on Aisha's mp3 player now? ** However, she decides she wants to remove 50 of them, 3000 - 50 = <<3000-50=2950>>2950 songs on her mp3 player. #### 2,950	How many songs are on Aisha's mp3 player after the first two weeks? Aisha starts with 500 songs + 500 songs = <<500+500=1000>>1000 songs added to her mp3 player in the first two weeks. How many songs are on Aisha's mp3 player after the first two weeks? After that Aisha adds twice that amount to her mp3 player, 1000 x 2 = <<10002=2000>>2000 songs added. How many songs are on Aisha's mp3 player now? * She now has 1000 + 2000 = <<1000+2000=3000>>3000 songs on her mp3 player. How many songs are on Aisha's mp3 player now? ** However, she decides she wants to remove 50 of them, 3000 - 50 = <<3000-50=2950>>2950 songs on her mp3 player. #### 2,950	0
Q: Laura needs to buy window treatments for 3 windows in her house. She will need to buy a set of sheers and a set of drapes for each window. The sheers cost $40.00 a pair and the drapes cost $60.00 a pair. How much will the window treatments cost? A: [Score: 0.0]	Laura needs to buy window treatments for 3 windows in her house. She will need to buy a set of sheers and a set of drapes for each window. The sheers cost $40.00 a pair and the drapes cost $60.00 a pair. How much will the window treatments cost?	How much will the window treatments cost? She needs a set of sheers that cost $40.00 and a set of drapes that cost $60.00 per window so that will cost her 40+60 = $<<40+60=100.00>>100.00 How much will the window treatments cost? She had 3 windows she needs window treatments for they cost her $100.00 each so 3100 = $<<3100=300.00>>300.00 #### 300	How much will the window treatments cost? She needs a set of sheers that cost $40.00 and a set of drapes that cost $60.00 per window so that will cost her 40+60 = $<<40+60=100.00>>100.00 How much will the window treatments cost? She had 3 windows she needs window treatments for they cost her $100.00 each so 3100 = $<<3100=300.00>>300.00 #### 300	0
Q: Giselle had 20 female doves in a birdhouse. After a month, the doves laid 3 eggs each. If 3/4 of the eggs hatched, calculate the total number of doves Giselle has now. A: [Score: 0.0]	Giselle had 20 female doves in a birdhouse. After a month, the doves laid 3 eggs each. If 3/4 of the eggs hatched, calculate the total number of doves Giselle has now.	How many eggs are in the birdhouse? ** If Giselle had 20 doves that laid 3 eggs each, the total number of eggs in the birdhouse is 203 = <<203=60>>60 eggs. How many birds hatched? ** If 3/4 of the eggs hatched into birds, their total number is 3/460 = <<3/460=45>>45 How many birds are in the birdhouse? ** In the birdhouse, there are 20 initial doves + 45 new squabs = <<20+45=65>>65 birds #### 65	How many eggs are in the birdhouse? ** If Giselle had 20 doves that laid 3 eggs each, the total number of eggs in the birdhouse is 203 = <<203=60>>60 eggs. How many birds hatched? ** If 3/4 of the eggs hatched into birds, their total number is 3/460 = <<3/460=45>>45 How many birds are in the birdhouse? ** In the birdhouse, there are 20 initial doves + 45 new squabs = <<20+45=65>>65 birds #### 65	0
Q: Jenny wants to know whether bone meal or cow manure makes better fertilizer. The control plant with no fertilizer grows 36 inches high, the plant with bone meal grows to 125% of the height of the control plant, and the cow manure plant grows to 200% of the height of the bone meal plant. How tall is the cow manure plant in inches? A: [Score: 1.0]	Jenny wants to know whether bone meal or cow manure makes better fertilizer. The control plant with no fertilizer grows 36 inches high, the plant with bone meal grows to 125% of the height of the control plant, and the cow manure plant grows to 200% of the height of the bone meal plant. How tall is the cow manure plant in inches?	How tall is the bone meal plant? ** First find the height of the bone meal plant: 36 inches * 125% = <<36125.01=45>>45 inches How tall is the cow manure plant? ** Then find the height of the cow manure plant: 45 inches * 200% = <<45200.01=90>>90 inches #### 90	How tall is the bone meal plant? ** First find the height of the bone meal plant: 36 inches * 125% = <<36125.01=45>>45 inches How tall is the cow manure plant? ** Then find the height of the cow manure plant: 45 inches * 200% = <<45200.01=90>>90 inches #### 90	1
Q: On Tuesday last week, Leo dropped off 10 pairs of trousers and some shirts at Sudsy Laundry. He was given a bill of $140, charged at $5 per shirt and $9 for each pair of trousers. When he went to pick up his clothes yesterday, the attendant insisted that he had only dropped off 2 shirts. Leo reported the matter to the manager, who ordered the attendant to search for the rest of Leo’s shirts. How many shirts were missing? A: [Score: 0.0]	On Tuesday last week, Leo dropped off 10 pairs of trousers and some shirts at Sudsy Laundry. He was given a bill of $140, charged at $5 per shirt and $9 for each pair of trousers. When he went to pick up his clothes yesterday, the attendant insisted that he had only dropped off 2 shirts. Leo reported the matter to the manager, who ordered the attendant to search for the rest of Leo’s shirts. How many shirts were missing?	How much did Leo pay for all of his trousers? ** The cost of laundering all of Leo’s trousers is 10 * 9 = <<109=90>>90 dollars How much did Leo pay for all of his shirts? * Since the total bill was 140 dollars, this means that all the shirts were cleaned for 140 - 90 = <<140-90=50>>50 dollars. How many shirts were laundered? As each shirt is cleaned at 5 dollars, Sudsy Laundry therefore laundered a total of 50/5 = <<50/5=10>>10 shirts How many shirts were missing? The missing shirts are therefore 10 - 2 = <<10-2=8>>8 shirts #### 8	How much did Leo pay for all of his trousers? ** The cost of laundering all of Leo’s trousers is 10 * 9 = <<109=90>>90 dollars How much did Leo pay for all of his shirts? * Since the total bill was 140 dollars, this means that all the shirts were cleaned for 140 - 90 = <<140-90=50>>50 dollars. How many shirts were laundered? As each shirt is cleaned at 5 dollars, Sudsy Laundry therefore laundered a total of 50/5 = <<50/5=10>>10 shirts How many shirts were missing? The missing shirts are therefore 10 - 2 = <<10-2=8>>8 shirts #### 8	0
Q: Gina has two bank accounts. Each account has a quarter of the balance in Betty's account. If Betty's account balance is $3,456, what is the combined balance of both Gina's accounts? A: [Score: 0.5]	Gina has two bank accounts. Each account has a quarter of the balance in Betty's account. If Betty's account balance is $3,456, what is the combined balance of both Gina's accounts?	How much money is in each of Gina's accounts? Each of Gina's account has $3456 / 4 accounts = $<<3456/4=864>>864/account What is the combined balance of both Gina's accounts? Her combined account balance is therefore $864 + $864 = $<<864+864=1728>>1728 #### 1728	How much money is in each of Gina's accounts? Each of Gina's account has $3456 / 4 accounts = $<<3456/4=864>>864/account What is the combined balance of both Gina's accounts? Her combined account balance is therefore $864 + $864 = $<<864+864=1728>>1728 #### 1728	0.5
Q: Sherry is making banana bread for a bake sale. She wants to make 99 loaves. Her recipe makes enough batter for 3 loaves. The recipe calls for 1 banana. How many bananas does Sherry need? A: [Score: 0.5]	Sherry is making banana bread for a bake sale. She wants to make 99 loaves. Her recipe makes enough batter for 3 loaves. The recipe calls for 1 banana. How many bananas does Sherry need?	How many batches does Sherry need to make? Sherry needs to make 33 batches of banana bread to make enough loaves because 99/3=<<99/3=33>>33. How many bananas does Sherry need? Therefore, Sherry needs 33 bananas because there is 1 banana in each batch. #### 33	How many batches does Sherry need to make? Sherry needs to make 33 batches of banana bread to make enough loaves because 99/3=<<99/3=33>>33. How many bananas does Sherry need? Therefore, Sherry needs 33 bananas because there is 1 banana in each batch. #### 33	0.5
Q: Bob and Johnny have a leaf raking business. They charge $4 for each bag of leaves they rake. On Monday they raked 5 bags of leaves. On Tuesday they raked 3 bags of leaves. On Wednesday, they counted their money and found they had $68 for all three days. How many bags of leaves did they rake on Wednesday? A: [Score: 0.0]	Bob and Johnny have a leaf raking business. They charge $4 for each bag of leaves they rake. On Monday they raked 5 bags of leaves. On Tuesday they raked 3 bags of leaves. On Wednesday, they counted their money and found they had $68 for all three days. How many bags of leaves did they rake on Wednesday?	How many bags of leaves did they rake on Monday and Tuesday? Combining Monday and Tuesday, they raked 5 + 3 = <<5+3=8>>8 bags of leaves. How much did they earn on Monday and Tuesday? They earned 8 * $4 = $<<84=32>>32 for the first two days. How much did they earn on Wednesday? * O for Wednesday's work they earned $68 - $32 = $<<68-32=36>>36. How many bags of leaves did they rake on Wednesday? ** Thus, they raked $36 / $4 = <<36/4=9>>9 bags of leaves on Wednesday. #### 9	How many bags of leaves did they rake on Monday and Tuesday? Combining Monday and Tuesday, they raked 5 + 3 = <<5+3=8>>8 bags of leaves. How much did they earn on Monday and Tuesday? They earned 8 * $4 = $<<84=32>>32 for the first two days. How much did they earn on Wednesday? * O for Wednesday's work they earned $68 - $32 = $<<68-32=36>>36. How many bags of leaves did they rake on Wednesday? ** Thus, they raked $36 / $4 = <<36/4=9>>9 bags of leaves on Wednesday. #### 9	0
Q: There are 6 times as many lab coats as uniforms in the lab. The number of lab techs is half of the number of uniforms. If there are 12 uniforms in the lab, and the lab techs share the coats and uniforms equally among them, how many coats and uniforms in total does each lab tech get? A: [Score: 0.0]	There are 6 times as many lab coats as uniforms in the lab. The number of lab techs is half of the number of uniforms. If there are 12 uniforms in the lab, and the lab techs share the coats and uniforms equally among them, how many coats and uniforms in total does each lab tech get?	How many lab coats are there? ** If there are 12 uniforms, and the lab coats are 6 times as many as the number of uniforms, there are 612 = <<126=72>>72 lab coats. How many coats and uniforms are there in total? The total number of lab coats and uniforms in the lab is 72+12 = <<72+12=84>>84 How many lab techs are there? If the number of lab techs is half the number of uniforms, then there are 12/2 = <<12/2=6>>6 lab techs How many coats and uniforms in total does each lab tech get? ** If they share the lab coats and uniforms equally, each lab tech will get 84/6 = <<84/6=14>>14 lab coats and uniforms. #### 14	How many lab coats are there? ** If there are 12 uniforms, and the lab coats are 6 times as many as the number of uniforms, there are 612 = <<126=72>>72 lab coats. How many coats and uniforms are there in total? The total number of lab coats and uniforms in the lab is 72+12 = <<72+12=84>>84 How many lab techs are there? If the number of lab techs is half the number of uniforms, then there are 12/2 = <<12/2=6>>6 lab techs How many coats and uniforms in total does each lab tech get? ** If they share the lab coats and uniforms equally, each lab tech will get 84/6 = <<84/6=14>>14 lab coats and uniforms. #### 14	0
Q: Rose bought a plant with a 10% discount. If the price is $10, how much did Rose pay after the discount? A: [Score: 1.0]	Rose bought a plant with a 10% discount. If the price is $10, how much did Rose pay after the discount?	How much is the discount? The plant has $10 x 10/100 = $1 discount. How much did Rose pay? So, Rose paid $10 - $1 = $<<10-1=9>>9 for the plant. #### 9	How much is the discount? The plant has $10 x 10/100 = $1 discount. How much did Rose pay? So, Rose paid $10 - $1 = $<<10-1=9>>9 for the plant. #### 9	1
Q: John has to pay taxes. He earned $100,000 for the year. He has $30,000 in deductions. The first $20,000 of taxable income is taxed at 10%. The rest is taxed at 20%. How much does he pay in taxes? A: [Score: 0.0]	John has to pay taxes. He earned $100,000 for the year. He has $30,000 in deductions. The first $20,000 of taxable income is taxed at 10%. The rest is taxed at 20%. How much does he pay in taxes?	How much is John's taxable income? His taxable income is 100,000-30,000=$<<100000-30000=70000>>70,000 How much does John pay in taxes at the lower rate? So he pays 20,000.1=$<<20000.1=2000>>2000 tax at the lower rate How much does John pay in taxes at the higher rate? He has to pay 70,000-20,000=$<<70000-20000=50000>>50,000 at the higher rate How much does John pay in taxes at the higher rate? The taxes for that is 50,000.2=$<<50000.2=10000>>10,000 How much does John pay in taxes? ** So his total tax bill is 10,000+2,000=$<<10000+2000=12000>>12,000 #### 12000	How much is John's taxable income? His taxable income is 100,000-30,000=$<<100000-30000=70000>>70,000 How much does John pay in taxes at the lower rate? So he pays 20,000.1=$<<20000.1=2000>>2000 tax at the lower rate How much does John pay in taxes at the higher rate? He has to pay 70,000-20,000=$<<70000-20000=50000>>50,000 at the higher rate How much does John pay in taxes at the higher rate? The taxes for that is 50,000.2=$<<50000.2=10000>>10,000 How much does John pay in taxes? ** So his total tax bill is 10,000+2,000=$<<10000+2000=12000>>12,000 #### 12000	0
Q: There are many CDs in the store. The rock and roll CDs are $5 each, the pop CDs are $10 each, the dance CDs are $3 each, and the country CDs are $7 each. Julia wants to buy 4 of each, but she only has 75 dollars. How much money is she short? A: [Score: 0.0]	There are many CDs in the store. The rock and roll CDs are $5 each, the pop CDs are $10 each, the dance CDs are $3 each, and the country CDs are $7 each. Julia wants to buy 4 of each, but she only has 75 dollars. How much money is she short?	How much will the Rock and Roll CDs cost? ** Rock and Roll CDs will be 54 = <<54=20>>20 dollars. How much will the Pop CDs cost? ** Pop CDs will be 104 = <<104=40>>40 dollars. How much will the Dance CDs cost? ** Dance CDs will be 34 = <<34=12>>12 dollars. How much will the CountryCDs cost? ** Country CDs will be 74 = <<74=28>>28 dollars. How much money does she need? In total Julia would need 20+40+12+28 = <<20+40+12+28=100>>100 dollars. How much money is she short? Julia is short 100-75 = <<100-75=25>>25 dollars. #### 25	How much will the Rock and Roll CDs cost? ** Rock and Roll CDs will be 54 = <<54=20>>20 dollars. How much will the Pop CDs cost? ** Pop CDs will be 104 = <<104=40>>40 dollars. How much will the Dance CDs cost? ** Dance CDs will be 34 = <<34=12>>12 dollars. How much will the CountryCDs cost? ** Country CDs will be 74 = <<74=28>>28 dollars. How much money does she need? In total Julia would need 20+40+12+28 = <<20+40+12+28=100>>100 dollars. How much money is she short? Julia is short 100-75 = <<100-75=25>>25 dollars. #### 25	0
Q: In a week, 450 cars drove through a toll booth. Fifty vehicles went through the toll booth on Monday and the same number of vehicles drove through the toll booth on Tuesday. On each of Wednesday and Thursday, twice the number of cars that passed through the toll booth on Monday went through the toll booth. If, for the remaining of the days of the week, an equal number of vehicles passed through the toll booth, calculate the total number of cars that passed the toll both in each of the remaining days. A: [Score: 1.0]	In a week, 450 cars drove through a toll booth. Fifty vehicles went through the toll booth on Monday and the same number of vehicles drove through the toll booth on Tuesday. On each of Wednesday and Thursday, twice the number of cars that passed through the toll booth on Monday went through the toll booth. If, for the remaining of the days of the week, an equal number of vehicles passed through the toll booth, calculate the total number of cars that passed the toll both in each of the remaining days.	How many cars went through the toll booth on Monday and Tuesday? There were 50+50 = <<50+50=100>>100 cars that went through the toll booth on Monday and Tuesday. How many cars went through the toll booth on Wednesday? On Wednesday, the number of cars that went through the toll booth is 250 = <<250=100>>100. How many cars went through the toll booth in the two days? The exact number of cars passed through the toll booth on Thursday as Wednesday, giving a total of 100+100 = <<100+100=200>>200 vehicles going through the toll booth in the two days. How many cars passed through the toll booth from Monday to Thursday? There were 200+100 = <<200+100=300>>300 cars that passed through the toll booth from Monday to Thursday. How many cars went through the toll booth on the remaining days? If the total number of cars passed through the toll booth in the week was 450, then 450-300 = <<450-300=150>>150 vehicles went through the toll booth on the remaining days. How many cars were in the toll booth on each of the remaining days? Since there were an equal number of cars in the toll booth on each of the remaining days, there were 150/3 = <<150/3=50>>50 cars on each day. #### 50	How many cars went through the toll booth on Monday and Tuesday? There were 50+50 = <<50+50=100>>100 cars that went through the toll booth on Monday and Tuesday. How many cars went through the toll booth on Wednesday? On Wednesday, the number of cars that went through the toll booth is 250 = <<250=100>>100. How many cars went through the toll booth in the two days? The exact number of cars passed through the toll booth on Thursday as Wednesday, giving a total of 100+100 = <<100+100=200>>200 vehicles going through the toll booth in the two days. How many cars passed through the toll booth from Monday to Thursday? There were 200+100 = <<200+100=300>>300 cars that passed through the toll booth from Monday to Thursday. How many cars went through the toll booth on the remaining days? If the total number of cars passed through the toll booth in the week was 450, then 450-300 = <<450-300=150>>150 vehicles went through the toll booth on the remaining days. How many cars were in the toll booth on each of the remaining days? Since there were an equal number of cars in the toll booth on each of the remaining days, there were 150/3 = <<150/3=50>>50 cars on each day. #### 50	1
Q: Lorie has 2 pieces of $100 bills. He requested to change one piece of the $100 bills into $50 bills. Half of the remaining $100 bill is changed to $10 bills while the rest is changed to $5 bills. How many pieces of bills will she have? A: [Score: 0.0]	Lorie has 2 pieces of $100 bills. He requested to change one piece of the $100 bills into $50 bills. Half of the remaining $100 bill is changed to $10 bills while the rest is changed to $5 bills. How many pieces of bills will she have?	How many pieces of $50 bills will Lorie have? There will be $100/$50 = <<100/50=2>>2 pieces of $50 when $100 is changed to $50 bills. How much is half of $100? Half of $100 is $100/2 = $<<100/2=50>>50. How many pieces of $10 bills will Lorie have? So there will be $50/$10 = <<50/10=5>>5 pieces of $10 when $50 is changed to $10 bills. How many pieces of $5 bills will Lie have? The remaining $50 will be changed to $5 bills so there will be $50/$5 = <<50/5=10>>10 pieces of $5 bills. How many pieces of bills will Lie have? ** So in total, Lorie will have 2 $50 bills + 5 $10 bills + 10 $5 bills = <<2+5+10=17>>17 pieces of bills. #### 17	How many pieces of $50 bills will Lorie have? There will be $100/$50 = <<100/50=2>>2 pieces of $50 when $100 is changed to $50 bills. How much is half of $100? Half of $100 is $100/2 = $<<100/2=50>>50. How many pieces of $10 bills will Lorie have? So there will be $50/$10 = <<50/10=5>>5 pieces of $10 when $50 is changed to $10 bills. How many pieces of $5 bills will Lie have? The remaining $50 will be changed to $5 bills so there will be $50/$5 = <<50/5=10>>10 pieces of $5 bills. How many pieces of bills will Lie have? ** So in total, Lorie will have 2 $50 bills + 5 $10 bills + 10 $5 bills = <<2+5+10=17>>17 pieces of bills. #### 17	0
Q: If Clover goes for a 1.5-mile walk in the morning and another 1.5-mile walk in the evening, every day, how many miles does he walk in 30 days? A: [Score: 0.0]	If Clover goes for a 1.5-mile walk in the morning and another 1.5-mile walk in the evening, every day, how many miles does he walk in 30 days?	How many miles does Clover walk in the morning? He walks 1.5 miles in the morning and 1.5 miles in the evening so that’s 1.5+1.5 = <<1.5+1.5=3>>3 miles How many miles does Clover walk in 30 days? If he walks 3 miles everyday, for 30 days then he walks 330 = <<330=90>>90 miles in 30 days #### 90	How many miles does Clover walk in the morning? He walks 1.5 miles in the morning and 1.5 miles in the evening so that’s 1.5+1.5 = <<1.5+1.5=3>>3 miles How many miles does Clover walk in 30 days? If he walks 3 miles everyday, for 30 days then he walks 330 = <<330=90>>90 miles in 30 days #### 90	0
Q: Mark and his sister Chris both leave their house for school at the same time. Mark travels at the same speed as Chris, who walks 3 miles per hour. After walking 3 miles Mark has to turn around and go home because he forgot his lunch. If the distance from their house to the school is 9 miles, how much longer does Mark spend walking than Chris? A: [Score: 0.0]	Mark and his sister Chris both leave their house for school at the same time. Mark travels at the same speed as Chris, who walks 3 miles per hour. After walking 3 miles Mark has to turn around and go home because he forgot his lunch. If the distance from their house to the school is 9 miles, how much longer does Mark spend walking than Chris?	How many miles does Mark walk to get his lunch? ** First find the total number of miles Mark walks to get his lunch by multiplying the distance he walks back to the house by 2: 3 miles * 2 = <<32=6>>6 miles How many miles does Mark walk? * Then find the total distance Mark walks by adding that distance to the distance between the house and the school: 6 miles + 9 miles = <<6+9=15>>15 miles How many hours does Mark spend walking? Now divide the total distance Mark walks by his speed to find how many hours he spends walking: 15 miles / 3 miles/hour = <<15/3=5>>5 hours How many hours does Chris spend walking? Now divide the total distance Chris walks by her speed to find the total time she spends walking: 9 miles / 3 miles/hour = <<9/3=3>>3 hours How much longer does Mark spend walking than Chris? ** Now subtract the time Chris spends walking from the time Mark spends walking to find the difference: 5 hours - 3 hours = <<5-3=2>>2 #### 2	How many miles does Mark walk to get his lunch? ** First find the total number of miles Mark walks to get his lunch by multiplying the distance he walks back to the house by 2: 3 miles * 2 = <<32=6>>6 miles How many miles does Mark walk? * Then find the total distance Mark walks by adding that distance to the distance between the house and the school: 6 miles + 9 miles = <<6+9=15>>15 miles How many hours does Mark spend walking? Now divide the total distance Mark walks by his speed to find how many hours he spends walking: 15 miles / 3 miles/hour = <<15/3=5>>5 hours How many hours does Chris spend walking? Now divide the total distance Chris walks by her speed to find the total time she spends walking: 9 miles / 3 miles/hour = <<9/3=3>>3 hours How much longer does Mark spend walking than Chris? ** Now subtract the time Chris spends walking from the time Mark spends walking to find the difference: 5 hours - 3 hours = <<5-3=2>>2 #### 2	0
Q: Martine has 6 more than twice as many peaches as Benjy. Benjy has one-third as many peaches as Gabrielle. If Martine has 16 peaches, how many does Gabrielle have? A: [Score: 0.5]	Martine has 6 more than twice as many peaches as Benjy. Benjy has one-third as many peaches as Gabrielle. If Martine has 16 peaches, how many does Gabrielle have?	Define a variable Benjy has b peaches. Write an equation Martine has 6+2b=16 peaches Simplify 2b=10 Simplify b=5 How many peaches does Gabrielle have? ** Then Gabrielle has 53=<<53=15>>15. #### 15	Define a variable Benjy has b peaches. Write an equation Martine has 6+2b=16 peaches Simplify 2b=10 Simplify b=5 How many peaches does Gabrielle have? ** Then Gabrielle has 53=<<53=15>>15. #### 15	0.5
Q: Nina wants to give presents to her children. She buys three toys at $10 each, two packs of basketball cards at $5 each, and five shirts at $6 each. How much does she spend in all? A: [Score: 1.0]	Nina wants to give presents to her children. She buys three toys at $10 each, two packs of basketball cards at $5 each, and five shirts at $6 each. How much does she spend in all?	How much do the toys cost? ** Three toys cost 3 x $10 = $<<310=30>>30. How much do the cards cost? * Two packs of basketball cards cost 2 x $5 = $<<25=10>>10. How much do the shirts cost? * And, five shirts cost 5 x $6 = $<<56=30>>30. How much does Nina spend in all? * Therefore, Nina spends a total of $30 + $10 + $30 = $<<30+10+30=70>>70 in all. #### 70	How much do the toys cost? ** Three toys cost 3 x $10 = $<<310=30>>30. How much do the cards cost? * Two packs of basketball cards cost 2 x $5 = $<<25=10>>10. How much do the shirts cost? * And, five shirts cost 5 x $6 = $<<56=30>>30. How much does Nina spend in all? * Therefore, Nina spends a total of $30 + $10 + $30 = $<<30+10+30=70>>70 in all. #### 70	1
Q: Matt's entire family was going to spend the week at the lake house for vacation. Matt's family included his mom, dad, his older brother and his wife and their 4 kids. His Uncle Joe and his wife were also coming and would bring their 3 kids. The house only sleeps 4 people. Everyone else would sleep 2 to a tent outside. How many tents would they need? A: [Score: 0.0]	Matt's entire family was going to spend the week at the lake house for vacation. Matt's family included his mom, dad, his older brother and his wife and their 4 kids. His Uncle Joe and his wife were also coming and would bring their 3 kids. The house only sleeps 4 people. Everyone else would sleep 2 to a tent outside. How many tents would they need?	How many people are in Matt's family? We need to add Matt's entire family together so 1+2+2+4+2+3 = <<1+2+2+4+2+3=14>>14 How many people would sleep in a tent? Only 4 people could sleep in the house so 14-4 = <<14-4=10>>10 people would sleep in a tent How many tents were needed? ** Each tent sleeps 2 people and there were 10 people left so 10/2 = <<10/2=5>>5 tents were needed #### 5	How many people are in Matt's family? We need to add Matt's entire family together so 1+2+2+4+2+3 = <<1+2+2+4+2+3=14>>14 How many people would sleep in a tent? Only 4 people could sleep in the house so 14-4 = <<14-4=10>>10 people would sleep in a tent How many tents were needed? ** Each tent sleeps 2 people and there were 10 people left so 10/2 = <<10/2=5>>5 tents were needed #### 5	0
Q: Zoe made a total of $8,000 cleaning pools and babysitting. She babysat Julie three times as often as she babysat Zachary. The number of times she babysat Zachary was 1/5 the number of times she babysat Chloe. If Zoe made $600 babysitting Zachary, how much did she earn from pool cleaning? A: [Score: 0.0]	Zoe made a total of $8,000 cleaning pools and babysitting. She babysat Julie three times as often as she babysat Zachary. The number of times she babysat Zachary was 1/5 the number of times she babysat Chloe. If Zoe made $600 babysitting Zachary, how much did she earn from pool cleaning?	How much did Zoe make from babysitting Julie? ** From babysitting Julie, Zoe made 3 * 600 = <<3600=1800>>1800 dollars, since she made $600 babysitting Zachary and she babysat Julie three times as often How much did Zoe make from babysitting Chloe? * Since she babysat Zachary 1/5 as often as she babysat Chloe, she made an additional 5 * 600 = <<5600=3000>>3000 dollars from babysitting Chloe. How much did Zoe make from babysitting? * All together, the babysitting sessions made Zoe 600 + 1800 + 3000 = <<600+1800+3000=5400>>5400 dollars How much did Zoe make from pool cleaning? Subtracting babysitting payments from the total gives 8000 - 5400 = <<8000-5400=2600>>2600 dollars How much did Zoe make from pool cleaning? Zoe therefore made 2600 dollars cleaning pools. #### 2600	How much did Zoe make from babysitting Julie? ** From babysitting Julie, Zoe made 3 * 600 = <<3600=1800>>1800 dollars, since she made $600 babysitting Zachary and she babysat Julie three times as often How much did Zoe make from babysitting Chloe? * Since she babysat Zachary 1/5 as often as she babysat Chloe, she made an additional 5 * 600 = <<5600=3000>>3000 dollars from babysitting Chloe. How much did Zoe make from babysitting? * All together, the babysitting sessions made Zoe 600 + 1800 + 3000 = <<600+1800+3000=5400>>5400 dollars How much did Zoe make from pool cleaning? Subtracting babysitting payments from the total gives 8000 - 5400 = <<8000-5400=2600>>2600 dollars How much did Zoe make from pool cleaning? Zoe therefore made 2600 dollars cleaning pools. #### 2600	0
Q: Robi and Rudy contributed money to start a business that could earn them profit. Robi contributed $4000, and Rudy contributed 1/4 more money than Robi. If they made a profit of 20 percent of the total amount and decided to share the profits equally, calculate the amount of money each got. A: [Score: 0.0]	Robi and Rudy contributed money to start a business that could earn them profit. Robi contributed $4000, and Rudy contributed 1/4 more money than Robi. If they made a profit of 20 percent of the total amount and decided to share the profits equally, calculate the amount of money each got.	How much more money did Rudy contribute than Robi? ** If Robi contributed $4000, then Rudy contributed 1/44000 = $1000 more. How much money did Rudy contribute? * The total amount of money Rudy contributed is $4000+$1000 = $<<4000+1000=5000>>5000 How much money did Robi and Rudy contribute together? Together, the contributed a total of $5000+$4000 = $<<5000+4000=9000>>9000 How much profit did they make? They made a 20% profit, a total of 20/100$9000 = $<<20/1009000=1800>>1800 How much money did each receive? ** When they decided to share the profit equally, each received $1800/2 = $<<1800/2=900>>900 #### 900	How much more money did Rudy contribute than Robi? ** If Robi contributed $4000, then Rudy contributed 1/44000 = $1000 more. How much money did Rudy contribute? * The total amount of money Rudy contributed is $4000+$1000 = $<<4000+1000=5000>>5000 How much money did Robi and Rudy contribute together? Together, the contributed a total of $5000+$4000 = $<<5000+4000=9000>>9000 How much profit did they make? They made a 20% profit, a total of 20/100$9000 = $<<20/1009000=1800>>1800 How much money did each receive? ** When they decided to share the profit equally, each received $1800/2 = $<<1800/2=900>>900 #### 900	0