acnagle/gsm8k-filtered huggingface dataset:
Kenia has three times as many rats as Hunter and Elodie has together.

Question: If Elodie has 30 rats, 10 rats more than Hunter, calculate the total number of pets the three have together?
Answer: Since Elodie has 30 rats, Hunter has 30 rats - 10 rats = <<30-10=20>>20 rats.
Together, Elodie and Hunter have 20 rats + 30 rats = <<20+30=50>>50 rats.
Kenia has three times as many rats as Hunter and Elodie have together, which is 3 * 50 rats = <<3*50=150>>150 rats
Together, the three have 150 rats + 50 rats = <<150+50=200>>200 rats.
#### 200
Carol has $60 and saves $9 per week. Mike has $90 and saves $3 per week.

Question: How many weeks before Carol and Mike both have the same amount of money?
Answer: Let x = the number of weeks.
60 + 9x = 90 + 3x to set them equal.
9x = 30 + 3x
6x = 30
x = <<5=5>>5
In 5 weeks they will have equal money.
#### 5
There are three machines in a factory. Machine A can put caps on 12 bottles in 1 minute. Machine B can put caps to 2 fewer bottles than Machine A. Machine C can put caps to 5 more bottles than Machine B.

Question: How many bottles can those three machines put caps on in 10 minutes?
Answer: Machine A can put caps on 12 x 10 = <<12*10=120>>120 bottles in 10 minutes.
Machine B can put caps on 12 - 2 = <<12-2=10>>10 bottles in 1 minute.
So in 10 minutes, machine B can put caps on 10 x 10 = <<10*10=100>>100 bottles.
Machine c can put caps on 10 + 5 = <<10+5=15>>15 bottles in 1 minute.
So in 10 minutes, machine C can put caps on 15 x 10 = <<15*10=150>>150 bottles.
Therefore, the three machines can put caps on 120 + 100 + 150 = <<120+100+150=370>>370 bottles in 10 minutes.
#### 370
John has a sneezing fit for 2 minutes. He sneezes once every 3 seconds.

Question: How many times does he sneeze?
Answer: He was sneezing for 2*60=<<2*60=120>>120 seconds
So he sneezed 120/3=<<120/3=40>>40 times
#### 40
Janet is considering two options to retile her bathroom. The turquoise tiles cost $13/tile and the purple tiles cost $11/tile.

Question: If Janet needs to tile two walls that measure 5 feet by 8 feet and 7 feet by 8 feet, and each square foot of wall takes 4 tiles, how much will Janet save by buying the purple tiles instead of the turquoise ones?
Answer: First find the area of the first wall: 5 feet * 8 feet = <<5*8=40>>40 square feet
Then find the area of the second wall: 7 feet * 8 feet = <<7*8=56>>56 square feet
Then add the areas of the two walls to find the total area: 40 square feet + 56 square feet = <<40+56=96>>96 square feet
Then divide the number of square feet by the number of tiles per square foot to find the total number of tiles needed: 96 square feet * 4 tiles/square foot = <<96*4=384>>384 tiles
Then find the difference in cost per tile: $13/tile - $11/tile = $<<13-11=2>>2/tile
Then multiply the number of tiles by the cost difference per tile to find the total cost difference: $2/tile * 384 tiles = $<<2*384=768>>768
#### 768
Jason is planning a parking garage that will have 12 floors. Every 3rd floor has a gate where drivers have to show ID, which takes two minutes. To get from one floor to the next, drivers have to drive 800 feet at 10 feet/second.

Question: How long, in seconds, does it take to get to the bottom of the garage from the top?
Answer: First find the total number of gates someone has to pass through: 12 floors / 3 floors/gate = <<12/3=4>>4 gates
Then find the total time someone spends waiting at the gates: 4 gates * 2 minutes/gate = <<4*2=8>>8 minutes
Then convert that time to seconds: 8 minutes * 60 seconds/minute = <<8*60=480>>480 seconds
Then find the time to drive through one floor in seconds: 800 feet / 10 feet/second = <<800/10=80>>80 seconds
Then multiply the time per floor by the number of floors to find the total driving time: 80 seconds/floor * 12 floors = 960 seconds
Then add the total driving time to the total time waiting at the gates to find the total time to get to the bottom: 960 seconds + 480 seconds = <<960+480=1440>>1440 seconds
#### 1440
On Black Friday a popular electronics store sells 327 televisions. This is 50 more than they sold last Black Friday.

Question: If this sales trend continues and they sell 50 more televisions each year for three years, how many televisions will they sell on Black Friday three years from now?
Answer: The electronics store sold 327 televisions this Black Friday and might sell 50 more televisions the next year, for a total of 327 + 50 = <<327+50=377>>377 televisions.
The second year they might sell 377 + 50 = <<377+50=427>>427 televisions.
The third year, if they continue to sell 50 more televisions than they did the previous year, they will sell 427 + 50 televisions = <<427+50=477>>477 televisions on the Black Friday three years from now.
#### 477
One of the activities in Grade 6 PE class is to get the average weight of the students from each group. In one of the groups, the average weight of five girls is 45 kg while the average weight of five boys is 55 kg.

Question: What is the average weight of the ten students from that group?
Answer: The sum of the weights of the five girls is 45 kg x 5 = <<45*5=225>>225 kg.
The sum of the weights of the five boys is 55 kg x 5 = <<55*5=275>>275 kg.
The sum of the weights of the ten students is 225 kg + 275 kg = <<225+275=500>>500 kg.
Hence, the average weight of those ten students is 500 kg/10 = <<500/10=50>>50 kg.
#### 50
Bobby received his weekly paycheck today. Although his salary is $450 per week, his actual paycheck is reduced in size because there are some taxes, insurance payments, and fees removed from his pay before his employer writes the check.

Question: If the government removes 1/3 in federal taxes and 8% in state taxes, the health insurance removes $50 per week, the life insurance removes $20 per week, and the city charges him a fee of $10 per week for parking, then what is the final amount left in Bobby's paycheck, in dollars?
Answer: The federal government takes out 1/3*450=<<1/3*450=150>>150 dollars.
The state takes out 0.08*450=<<0.08*450=36>>36 dollars.
Then the final amount remaining after all the deductions are removed is 450-150-36-50-20-10=<<450-150-36-50-20-10=184>>184 dollars
#### 184
Colleen is making a batch of 48 cookies. She's going to add 108 chocolate chips and one-third as many M&Ms to the whole batch.

Question: What are the average number of chocolate pieces in each cookie?
Answer: First find the total number of M&Ms: 108 chocolate chips / 3 chocolate chips / 1 M&M = <<108/3/1=36>>36 M&Ms
Then add that number to the number of chocolate chips to find the total number of pieces of chocolate: 36 M&Ms + 108 chocolate chips = <<36+108=144>>144 chocolates
Then divide the total number of chocolates by the number of cookies to find the number of pieces of chocolate per cookie: 144 chocolates / 48 cookies = <<144/48=3>>3 chocolates/cookie
#### 3
Rudy runs 5 miles at a rate of 10 minutes per mile. Later he runs 4 miles at a rate of 9.5 minutes per mile.

Question: What is the total length of time that Rudy runs?
Answer: Rudy first runs for 5 * 10 = <<5*10=50>>50 minutes.
Then Rudy runs for 4 * 9.5 = <<4*9.5=38>>38 minutes.
Rudy runs for a total length of 50 + 38 = <<50+38=88>>88 minutes
#### 88
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.

Question: How many combined stickers did they have?
Answer: June had 76 stickers and was given 25 from her grandparents so she had 76 + 25 = <<76+25=101>>101 stickers
Bonnie had 63 stickers and was given 25 from her grandparents so she had 63 + 25 = <<63+25=88>>88 stickers
June had 101 stickers and Bonnie had 88 stickers so together, they had 101 + 88 = <<101+88=189>>189 stickers
#### 189
4 students participated in a 200m race.

Question: If the average completion time of the last three students was 35 seconds, and the average completion time of all four runners was 30 seconds, how long (in seconds) did it take the student who came first to finish the race?
Answer: The last 3 students had an average completion time of 35 seconds so the sum of their completion times was 3*35 = <<3*35=105>>105 seconds
All 4 students (now including the student who came first) had an average completion time of 30 seconds, meaning the sum of their completion times is 4*30 = <<4*30=120>>120 seconds
The student who came first spent 120-105 = <<120-105=15>>15 seconds in the race
#### 15
Peter is raking leaves. It takes him 15 minutes to rake 3 bags of leaves.

Question: If he keeps raking at the same rate, how long will it take him to rake 8 bags?
Answer: We are trying to figure out how long it will take Peter to rake 8 bags of leaves, so we'll call that Y. And we know Peter can rake 3 bags of leaves / 15 minutes = 8 bags of leaves / Y.
Next, we will multiply to find the cross-products. 3 x Y = 15 x 8 or 3Y = 120.
We want to get figure out Y, so we need to get it by itself by dividing by 3, like this: 3Y/3 = 120/3 or Y = 40 minutes.
#### 40
Lovely cuts her birthday cake into 12 equal pieces. Only one-fourth of the cake was eaten by her visitors and the rest were kept.

Question: How many slices of cake were kept?
Answer: 12/4 = <<12/4=3>>3 slices of cake were eaten by Lovely's visitors.
So, 12 - 3 = <<12-3=9>>9 slices of cake were kept.
#### 9
Jacoby wants to save money for a trip to Brickville. He needs to have $5000 total to go on his trip. He works a job earning $20 per hour and works 10 hours. He then finds he can sell cookies for $4 each, and he sells 24 pieces of cookies. With the money he has so far, he buys a lottery ticket for $10 and wins $500. Finally, he gets $500 from both of his sisters as a gift.

Question: How much more, in dollars, does Jacob need to go to Brickville?
Answer: Jacob earns $20 per hour * 10 hours = $<<20*10=200>>200 for working.
So he earns $4 each * 24 = $<<4*24=96>>96 for the cookies.
So far he has earned $200 + $96 = $<<200+96=296>>296.
He buys a lottery ticket so $296 - $10 = $<<296-10=286>>286 was left in his money.
After winning in a lottery, he had a total of $500 + $286 = $<<500+286=786>>786.
He gets $500 * 2 per sister = $<<500*2=1000>>1000 from her sisters.
So he has so far $1000 + $786 = $<<1000+786=1786>>1786.
He needs $5000 - $1786 = $<<5000-1786=3214>>3214.
#### 3214
Sam bought a dozen boxes, each with 30 highlighter pens inside, for $10 each box. He rearranged five of these boxes into packages of six highlighters each and sold them for $3 per package. He sold the rest of the highlighters separately at the rate of three pens for $2.

Question: How much profit did he make in total, in dollars?
Answer: Sam bought 12 boxes x $10 = $<<12*10=120>>120 worth of highlighters.
He bought 12 * 30 = <<12*30=360>>360 highlighters in total.
Sam then took 5 boxes × 6 highlighters/box = <<5*6=30>>30 highlighters.
He sold these boxes for 5 * $3 = $<<5*3=15>>15
After selling these 5 boxes there were 360 - 30 = <<360-30=330>>330 highlighters remaining.
These form 330 / 3 = <<330/3=110>>110 groups of three pens.
He sold each of these groups for $2 each, so made 110 * 2 = $<<110*2=220>>220 from them.
In total, then, he earned $220 + $15 = $<<220+15=235>>235.
Since his original cost was $120, he earned $235 - $120 = $<<235-120=115>>115 in profit.
#### 115
John starts at an elevation of 400 feet. He travels downward at a rate of 10 feet down per minute for 5 minutes.

Question: What is his elevation now?
Answer: He traveled down 10*5=<<10*5=50>>50 feet.
So he is at an elevation of 400-50=<<400-50=350>>350 feet.
#### 350
Mark plants some strawberries in his backyard. Every month, the number of strawberry plants doubles. After 3 months, Mark digs up 4 strawberry plants and gives them to his friend.

Question: If he still has 20 strawberry plants, how many did he initially plant?
Answer: First, add the 4 plants Mark gave away to the 20 he has left: 4 + 20 = <<4+20=24>>24
Then divide this number by 2 to find how many plants Mark had after two months: 24 / 2 = <<24/2=12>>12
Then divide that number by 2 to find how many plants Mark had after one month: 12 / 2 = <<6=6>>6
Finally, divide that number by 2 to find out how many plants Mark initially planted: 6 / 2 = <<6/2=3>>3
#### 3
Tom opens an amusement park. It cost $100,000 to open initially. It also cost 1% of that to run per day. He sells 150  tickets a day for $10 each.

Question: How long will it take to make back his money?
Answer: It cost 100,000*.01=$<<100000*.01=1000>>1,000 a day to keep the place open
He makes 150*10=$<<150*10=1500>>1500 a day from the park
So he makes a profit of 1500-1000=$<<1500-1000=500>>500 a day
So it takes 100000/500=<<100000/500=200>>200 days to make back his money
#### 200
Georgia is working on a math test with 75 problems on it. After 20 minutes she has completed 10 problems. After another 20 minutes, she has completed twice as many problems. She has 40 minutes to complete the rest of the test.

Question: How many problems does she have left to solve?
Answer: Georgia's test started with 75 problems and then Georgia completed 10, 75 - 10 = <<75-10=65>>65 problems.
After 20 minutes she completes twice as many problems, 10 x 2 = <<10*2=20>>20.
With 40 minutes left she has completed 10 + 20 problems = <<10+20=30>>30 problems.
From the original 75 problems she has solved 30, 75 - 30 = <<75-30=45>>45 problems she has left.
#### 45
A baker sells pastries for $5 and works 7 days a week. On Monday he sold 2. Every day the number of sales increases by 1 compared to the previous day.

Question: On average, how many pastries does he sell on each day of the week?
Answer: You know from the statement that on Monday he sells 2 pastries, so on Tuesday he sells 3, Wednesday 4, Thursday 5, Friday 6, Saturday 7 and Sunday 8 pastries.
So the average value is (2+3+4+5+6+7+8) pastries/7 days
The baker sells, on average, 35/7= <<35/7=5>>5 pastries/day for 1 week
#### 5
Jessica is having a sweet tooth and bought 10 chocolate bars, 10 packs of gummy bears, and 20 bags of chocolate chips. Her total rang up to $150.

Question: If the cost of a pack of gummy bears is $2 and a bag of chocolate chips costs $5, how much does 1 chocolate bar cost?
Answer: The gummy bears cost 10*2=$<<10*2=20>>20.
The chocolate chips cost 5*20=$<<5*20=100>>100.
The total cost for these two is 100+20=$<<100+20=120>>120.
The chocolate bars in total cost 150-120=$<<150-120=30>>30.
A single chocolate bar costs 30/10=$<<30/10=3>>3.
#### 3
Jorge is 24 years younger than Simon. In 2005, Jorge is 16 years old.

Question: In 2010, how old would Simon be?
Answer: In 2005, Simon was 16+24 = <<16+24=40>>40 years old.
There are 2010-2005 = <<2010-2005=5>>5 years between 2005 and 2010.
In 2010 Simon would be 40+5 = 45 years old.
#### 45
Cameron drives at twice the speed of his brother, Chase. But Danielle drives at three times the speed of Cameron.

Question: If it takes Danielle 30 minutes to travel from Granville to Salisbury, how long, in minutes, will it take Chase to travel from Granville to Salisbury?
Answer: If Danielle drives at three times the speed of Cameron, it will take Cameron 30*3=<<30*3=90>>90 minutes for Cameron to travel the same distance.
And since Cameron drives at twice the speed of his brother, Chase, it will take Chase 90*2=<<90*2=180>>180 minutes to travel from Granville to Salisbury.
#### 180
Bruce recently had a birthday. His aunt sent him a card with $75 and his grandfather sent him a card that had $150 in it. He wants to go on a trip to Europe soon, so he decides to put one-fifth of the money he got for his birthday in the bank.

Question: How much money did he put in the bank?
Answer: Bruce got 75+150=<<75+150=225>>225 dollars for his birthday
He put 225/5=<<225/5=45>>45 dollars into the bank
#### 45
At Peanut Emporium, peanuts cost $3 per pound with a 15-pound minimum.

Question: If Baxter spent $105 on peanuts, how many pounds over the minimum did he purchase?
Answer: Start by figuring the number of pounds Baxter bought. $105 / $3 per pound = <<105/3=35>>35 pounds of peanuts
35 pounds bought - 15 pounds minimum = <<35-15=20>>20 pounds over.
#### 20
Chad bought 6 packages of cat food and 2 packages of dog food. Each package of cat food contained 9 cans, and each package of dog food contained 3 cans.

Question: How many more cans of cat food than dog food did Chad buy?
Answer: Chad's cat food total was 6 packages * 9 cans = <<6*9=54>>54 cans of cat food.
Chad's dog food total was 2 packages * 3 cans = <<2*3=6>>6 cans of dog food.
Chad had 54 cans of cat food - 6 cans of dog food = <<54-6=48>>48 more cans of cat food.
#### 48
Steph needs to cook fried chicken for the kid's party. She bought 24 pieces of drumstick and 4 fewer breast parts.

Question: How many fried chickens can Steph make?
Answer: Steph bought 24 - 4 = <<24-4=20>>20 breast parts.
Thus, she can make 24 + 20 = <<24+20=44>>44 fried chickens.
#### 44
Marcus is making calzones. It takes him 20 minutes to saute the onions and a quarter of that time to saute the garlic and peppers. It takes him 30 minutes to knead the dough, twice as long to let it rest, and 1/10th the combined kneading and resting time to assemble the calzones.

Question: How many minutes does Marcus spend on the calzones total?
Answer: First find the amount of time it takes Marcus to saute the garlic and peppers: 20 minutes / 4 = <<20/4=5>>5 minutes
Then find the dough's resting time: 30 minutes * 2 = <<30*2=60>>60 minutes
Then add the kneading and resting time to find the total dough time: 60 minutes + 30 minutes = <<60+30=90>>90 minutes
Then multiply that amount by 1/10th to find the assembly time: 90 minutes / 10 = <<90/10=9>>9 minutes
Then add the saute time, knead time, rest time and assembly time to find the total time Marcus spends on the calzones: 9 minutes + 20 minutes + 5 minutes + 60 minutes + 30 minutes = <<9+20+5+60+30=124>>124 minutes
#### 124
Stan makes a playlist for the next time he goes running. He has 10 3-minute songs and 15 2-minute songs on his playlist. His entire run takes 100 minutes.

Question: If Stan wants a playlist to cover his entire run, how many more minutes of songs will he need in his playlist?
Answer: His playlist currently has a playtime of 10 songs * 3 minutes = <<10*3=30>>30 minutes from 3-minute songs.
It also has a playtime of 15 songs * 2 minutes = <<15*2=30>>30 minutes from 2-minute songs.
So far, his playlist lasts for 30 + 30 = <<30+30=60>>60 minutes.
He therefore still needs 100 minutes for his run – 60 minutes current playtime = <<100-60=40>>40 minutes.
#### 40
Peter and Kristin are to read 20 fantasy novels each in a week. Peter can read three times as fast as Kristin.

Question: If Peter reads one book in 18 hours, how long will Kristin read half of her books?
Answer: Since Peter reads three times as fast as Kristin, Kristin will take 18*3 = <<18*3=54>>54 hours to read one book.
Kristin reads half of her books, a total of 20/2 = <<20/2=10>>10 books.
The time Kristin will take to read half of her books is 10*54 = <<10*54=540>>540
#### 540
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.

Question: 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?
Answer: If there are 12 uniforms, and the lab coats are 6 times as many as the number of uniforms, there are 6*12 = <<12*6=72>>72 lab coats.
The total number of lab coats and uniforms in the lab is 72+12 = <<72+12=84>>84
If the number of lab techs is half the number of uniforms, then there are 12/2 = <<12/2=6>>6 lab techs
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
David finished his homework in 60 minutes. He spent 15 minutes on his math homework and 18 minutes on his spelling homework. He spent the rest of the time reading for his daily reading log.

Question: How many minutes did he spend reading?
Answer: He spent 15 + 18 = <<15+18=33>>33 minutes doing homework.
David spent 60 - 33 = <<60-33=27>>27 minutes reading.
#### 27
Last year, Jorge planted corn on all of his 60 acres of property. Typically, corn grown on good soil yields 400 bushels per acre, but in clay-rich soil, the yield is only half as much per acre as in good soil. One-third of Jorge's 60 acres of land is clay-rich soil and the rest is good soil.

Question: How many bushels of corn did Jorge's land yield last year?
Answer: Jorge has 60 * (1/3) = <<60*(1/3)=20>>20 acres of clay-rich soil.
He has 60 - 20 = <<60-20=40>>40 acres of good soil.
At 400 bushels per acre, his 40 acres of good soil produced 40 * 400 = <<400*40=16000>>16,000 bushels of corn.
If good soil produces 400 bushels per acre, clay-rich soil produces 400 / 2 = <<400/2=200>>200 bushels per acre.
At 200 bushels per acre, his 20 acres of clay-rich soil produced 20 * 200 = <<200*20=4000>>4,000 bushels of corn.
Altogether, his land produced 16,000 + 4,000 = <<16000+4000=20000>>20,000 bushels of corn.
#### 20000
Jerry is making cherry syrup. He needs 500 cherries per quart of syrup. It takes him 2 hours to pick 300 cherries and 3 hours to make the syrup.

Question: How long will it take him to make 9 quarts of syrup?
Answer: First find how many cherries Jerry can pick in one hour: 300 cherries / 2 hours = <<300/2=150>>150 cherries/hour
Then multiply the number of quarts of syrup by the number of cherries per quart to find the total number of quarts Jerry needs: 500 cherries/quart * 9 quarts = 4500 cherries
Then divide the total number of cherries by the number of cherries he picks per hour to find the number of hours the cherry-picking takes: 4500 cherries / 150 cherries/hour = <<4500/150=30>>30 hours
Then add the time it takes him to make the syrup to find the total time: 30 hours + 3 hours = <<30+3=33>>33 hours
#### 33
Camille saw 3 cardinals and four times as many robins as cardinals while bird watching. She also saw twice as many blue jays as cardinals and 1 more than three times as many sparrows as cardinals.

Question: How many birds did Camille see?
Answer: Camille saw 3 x 4 = <<3*4=12>>12 robins.
She also saw 3 x 2 = <<3*2=6>>6 blue jays.
Triple the number of cardinals is 3 x 3 = <<3*3=9>>9.
So, she saw 9 + 1 = <<9+1=10>>10 sparrows.
Therefore, Camille saw 3 + 12 + 6 + 10 = <<3+12+6+10=31>>31 birds.
#### 31
Jackson is making dinner. He makes a salad out of lettuce (50 calories), carrots (twice the calories of the lettuce) and dressing (210 calories). He also makes a pizza with 600 calories for the crust, 1/3 the crust's calories for the pepperoni, and 400 calories for the cheese.

Question: If Jackson eats 1/4 of the salad and 1/5 of the pizza, how many calories does he eat?
Answer: First find the number of calories in the carrots: 50 calories * 2 = <<50*2=100>>100 calories
Then find the total calories in the salad: 100 calories + 50 calories + 210 calories = <<100+50+210=360>>360 calories
Then find the number of calories in the pepperoni: 1/3 * 600 calories = <<1/3*600=200>>200 calories
Now find the total number of calories in the pizza: 200 calories + 600 calories + 400 calories = <<200+600+400=1200>>1200 calories
Now find how many calories are in Jackson's portion of the salad: 360 calories * 1/4 = <<360*1/4=90>>90 calories
Now find how many calories are in Jackson's portion of the pizza: 1200 calories * 1/5 = <<1200*1/5=240>>240 calories
Now find the total calories Jackson ate: 90 calories + 240 calories = <<90+240=330>>330 calories
#### 330
Patricia has 4 barrels of 7 gallons each. All of them are empty, and there's only one faucet with a flow rate of 3.5 gallons per minute.

Question: How many minutes will it take to fill all 4 barrels?
Answer: If Patricia has 4 barrels and each barrel has 7 gallons, then in total she needs 4*7=<<4*7=28>>28 gallons
If the faucet can provide 3.5 gallons every minute, then she will need 28/3.5=<<28/3.5=8>>8 minutes to fill all 4 barrels
#### 8