acnagle/gsm8k-filtered huggingface dataset:
Hakeem has always loved artichoke dip and plans to make it this weekend. He has $15 dollars to buy artichokes and can find the rest of the ingredients at home. It takes 3 artichokes to make 5 ounces of dip.

Question: How many ounces can he make if artichokes cost $1.25 each?
Answer: He can buy 12 artichokes because 15 / 1.25 = <<15/1.25=12>>12
Each artichoke makes 5/3 ounces of dip because there are 3 artichokes per 5 ounces
He can make 20 ounces of dip because 12 x (5/3) = 60/3 = <<12*(5/3)=20>>20
#### 20
In a math contest, Riley and Ofelia are on one team. The team's final score is obtained by adding the scores of the students of the same team. Out of the 35 questions, Riley got 3 mistakes while Ofelia got 5 more than half the score of Riley.

Question: How many incorrect answers did their team get?
Answer: Riley's score is 35 - 3 = <<35-3=32>>32.
Half of Riley's score is 32/2 = <<32/2=16>>16.
So Ofelia's score is 16 + 5 = <<16+5=21>>21.
Hence, Ofelia got 35 - 21 = <<35-21=14>>14 incorrect answers.
Therefore, their team got 3 + 14 = <<3+14=17>>17 incorrect answers.
#### 17
Eight people fit in a row on an airplane, and there are 12 rows. Only 3/4 of the seats in each row are allowed to be seated.

Question: How many seats will not be occupied on that plane?
Answer: There a total of 8 x 12 = <<8*12=96>>96 seats on that plane.
Only 8 x 3/4 = <<8*3/4=6>>6 seats are allowed to be seated in each row.
So, only 6 x 12 = <<6*12=72>>72 seats are allowed to be seated on the plane.
Therefore, 96 - 72 = <<96-72=24>>24 seats will not be occupied.
#### 24
Two tribes of soldiers gathered for a battle. The number of women was double the number of cannoneers. There were 63 cannoneers. None of the cannoneers were women. The total number of men is twice the number of women.

Question: How many people in total are there?
Answer: There are 63 * 2 = <<63*2=126>>126 women.
The men are 2 * 126 = <<2*126=252>>252 men.
The total number of people are 126 + 252 = <<126+252=378>>378 people.
#### 378
In preparation for the upcoming Olympics, Rita's swimming coach requires her to swim a total of 1,500 hours. Rita has already completed 50 hours of backstroke, 9 hours of breaststroke, and 121 hours of butterfly, but she is unhappy with her inconsistency. She has therefore decided to dedicate 220 hours every month practicing freestyle and sidestroke.

Question: How many months does Rita have to fulfill her coach’s requirements?
Answer: So far, time spent practicing backstroke, breaststroke, and butterfly is 50 + 9 + 121 = <<50+9+121=180>>180 hours
Since Rita’s must swim 1500 hours, the freestyle and sidestroke practice sessions will take 1500 - 180 = <<1500-180=1320>>1320 hours
Rita will practice for 220 hours/month, meaning she will meet her coach’s target in 1320/220 = 6 months.
#### 6
Ali turned 8 years old this year, and is now 3 years older than Yusaf.

Question: If Umar is twice Yusaf’s age, how old is Umar?
Answer: If Ali is 3 years older, then Yusaf must be 8 – 3 = 5 years old.
Umar is twice Yusaf’s age, so he must be 5 * 2 = <<2*5=10>>10 years old.
#### 10
Carly is a pet groomer. Today, her task was trimming the four nails on dogs’ paws. She trimmed 164 nails, but three of the dogs had only three legs.

Question: How many dogs did Carly work on?
Answer: Let N be the number of dogs with 4 legs Carly worked on.
All the dogs with 4 legs had 4N paws.
There were 3 * 3 = <<3*3=9>>9 paws on dogs with 3 legs.
At 4 nails per paw, she trimmed 164 / 4 = <<164/4=41>>41 paws.
She worked on 4N + 9 = 41 paws.
Thus, she worked on 4N = 32 paws on dogs with 4 legs.
She worked on N = 32 / 4 = <<32/4=8>>8 dogs with 4 legs.
Thus, Carly worked on 8 + 3 = <<8+3=11>>11 dogs.
#### 11
A global gym decides to replace all of its cardio machines. They have 20 gyms. Each gym has 10 bikes, 5 treadmills, and 5 elliptical machines. The bikes cost $700 each. The treadmills cost 50% more than that. The elliptical machines are twice as expensive as the treadmills.

Question: How much does it cost to replace everything?
Answer: The gym needs to buy 20*10=<<20*10=200>>200 bikes
20*5=<<20*5=100>>100 each of treadmills and ellipticals
So the bikes cost 200*700=$<<200*700=140000>>140,000
The treadmills cost 700*1.5=$<<700*1.5=1050>>1,050 each
So they cost a total of 1050*100=$<<1050*100=105000>>105,000
The ellipticals each cost 1050*2=$<<1050*2=2100>>2100.
So in total the ellipticals cost 2100*100=$<<2100*100=210000>>210,000
So the total cost of everything is 140,000+105,000+210,000=$<<140000+105000+210000=455000>>455,000
#### 455,000
John buys 5 toys that each cost $3. He gets a 20% discount.

Question: How much did he pay for everything?
Answer: The toys cost 5*3=$<<5*3=15>>15
His discount is worth 15*.2=$<<15*.2=3>>3
So he pays 15-3=$<<15-3=12>>12
#### 12
In a week, Mortdecai collects 8 dozen  eggs every Tuesday and Thursday, and he delivers 3 dozen  eggs to the market and 5 dozen eggs to the mall. He then uses 4 dozen eggs to make a pie every Saturday. Mortdecai donates the remaining eggs to the charity by Sunday.

Question: How many  eggs does he donate to the charity?
Answer: Mortdecai collects a total of 8x2 = <<8*2=16>>16 dozens of eggs.
He sells a total of 3 + 5 = <<3+5=8>>8 dozens of eggs.
So, 16 - 8 = <<16-8=8>>8 dozens of eggs are left.
After using 4 dozens of eggs to make a pie, 8 - 4 = <<8-4=4>>4 dozens of eggs are left.
Since there are 12 in 1 dozen, then Mortdecai donates 4 x 12 = <<4*12=48>>48 pieces of eggs to the charity.
#### 48
Mary sees three breeding balls with 8 snakes each and 6 additional pairs of snakes.

Question: How many snakes did she see total?
Answer: First find how many snakes were in all the breeding balls: 3 balls * 8 snakes/ball = <<3*8=24>>24 snakes
Then find how many snakes are in all the pairs: 2 snakes/pair * 6 pairs = <<2*6=12>>12 snakes
Then add the number of snakes in both types of groups to find the total number of snakes: 24 snakes + 12 snakes = <<24+12=36>>36 snakes
#### 36
Camila has only gone hiking 7 times in her life. Amanda has gone on 8 times as many hikes as Camila, and Steven has gone on 15 more hikes than Amanda.

Question: If Camila wants to say that she has hiked as many times as Steven and plans to go on 4 hikes a week, how many weeks would it take Camila to achieve her goal?
Answer: Amanda has gone on 7 hikes x 8 = <<7*8=56>>56 hikes.
Steven has gone on 56 hikes + 15 hikes = <<56+15=71>>71 hikes.
Camila needs to go on another 71 hikes - 7 hikes = <<71-7=64>>64 hikes.
Camila will achieve her goal in 64 hikes / 4 hikes/week = <<64/4=16>>16 weeks.
#### 16
Mr. Curtis has 325 chickens on his farm where 28 are roosters and the rest are hens. Twenty hens do not lay eggs while the rest of the hens do.

Question: How many egg-laying hens does Mr. Curtis have on his farm?
Answer: Mr. Curtis has 325 - 28 = <<325-28=297>>297 hens.
Out of the 297 hens, only 297 - 20 = <<297-20=277>>277 hens lay eggs.
#### 277
Jake has 3 snakes. Each of them lays 2 eggs. Most of the baby snakes sell for $250 but one super rare one costs 4 times as much.

Question: How much did he get from selling the snakes?
Answer: He has 3*2=<<3*2=6>>6 baby snakes
So 6-1=<<6-1=5>>5 sell for $250 each
So those snakes sell for 5*$250=$<<5*250=1250>>1250
The other snake sells for $250*4=$<<250*4=1000>>1000
So in total, the snakes sold for $1250+$1000=$<<1250+1000=2250>>2250
#### 2250
Pete and Raymond each receive $2.50 from their grandmother. Pete saves his money and only spends 4 nickels. Raymond spends his money at the arcade games but still has 7 dimes left.

Question: How much did Pete and Raymond spent altogether, in cents?
Answer: Pete spends 4*5 = <<4*5=20>>20 cents.
Raymond has 7*10 = <<7*10=70>>70 cents left.
Raymond spent 250-70 = <<250-70=180>>180 cents.
Together, Pete and Raymond spent 20+180 = <<20+180=200>>200 cents.
#### 200
In Grade 4, there are two sections -- Diligence and Industry. The two sections have an equal number of students after 2 students were transferred from section Industry to Diligence.

Question: How many students were there in section Diligence before the transfer if, in both sections combined, there are a total of 50 students?
Answer: There are 50/2 = <<50/2=25>>25 students in each section now.
So, there were 25 - 2 = <<25-2=23>>23 students in section Diligence before 2 students were transferred in their section.
#### 23
Elsa and her sister watch an opera show every year at Central City Opera. Last year, opera seating cost $85 per ticket. This year, it costs $102.

Question: What is the percent increase in the cost of each ticket?
Answer: The ticket price increase is $102 - $85 = $<<102-85=17>>17
So there is 17/85 x 100% = 20% increase of price.
#### 20
On Blacks, Martha goes to the mall to buy clothes on sale. For every 2 jackets she buys, she gets 1 free jacket. For every 3 t-shirts she buys, she gets 1 free t-shirt. Martha decides to buy 4 jackets and 9 t-shirts.

Question: How many clothes will she take home?
Answer: For buying 4 jackets Martha gets 4 jackets / 2 = <<4/2=2>>2 jackets for free
For buying 9 t-shirts, Martha gets 9 t-shirts/ 3 = <<9/3=3>>3 t-shirts for free
Adding the free jackets, Martha gets 4 jackets + 2 jackets = <<4+2=6>>6 jackets
Adding the free t-shirts, Martha gets 9 t-shirts + 3 t-shirts = <<9+3=12>>12 t-shirts.
In total, Martha will take home 6 jackets + 12 t-shirts = <<6+12=18>>18 clothes
#### 18
A hurricane is approaching the southern coast of Texas, and a rancher is planning to move 400 head of cattle 60 miles to higher ground to protect them from possible inland flooding that might occur. His animal transport truck holds 20 head of cattle.

Question: Traveling at 60 miles per hour, what is the total driving time, in hours, it will take to transport all of his cattle to higher ground?
Answer: Given the limited capacity of his transport vehicle (20 head of cattle), the 400 head of cattle will require 400/20=<<400/20=20>>20 trips using his transport vehicle.
Traveling to the site at 60 mph for 60 miles it will take 60/60=<<60/60=1>>1 hour to travel one-way.
Since each trip requires driving to and returning from the relocation site, each complete round trip will take 2*1=<<2*1=2>>2 hours.
Thus, 20 complete trips will take 20*2=<<20*2=40>>40 hours of driving time.
#### 40
Robby, Jaylen and Miranda are employed at a Cheesecake factory, earning $10 per hour. They work 10 hours a day, five days a week. Robby saves 2/5 of his salary, Jaylene saves 3/5 of his salary, while Miranda saves half of her salary.

Question: What are the combined savings of the three employees after four weeks?
Answer: In a day, each of them earns $10/hour * 10 hours/day = $<<10*10=100>>100/day
The total number of days each of them work in a month is five days per week * 4 weeks = <<5*4=20>>20 days
If each of them earns $100 per day, in 20 days, they'll earn 20 days/month * $100/day = $<<20*100=2000>>2000/month
Robby saves 2/5 * $2000 = $<<2/5*2000=800>>800 from his salary
Jaylene's savings is 3/5 * $2000 = $<<3/5*2000=1200>>1200 of her salary
Miranda saves 1/2 * $2000 = $<<2000*0.5=1000>>1000 from her salary.
The total saving for the three employees is $1000 + $1200 + $800 = $<<1000+1200+800=3000>>3000
#### 3000
The Jacksonville Walmart normally gets 120 customer complaints per day. That number increases by 1/3rd when they're short-staffed and this increases by another 20% when the self-checkout is broken.

Question: If the store was short-staffed and the self-checkout was broken for 3 days, how many complaints does the store get?
Answer: First find the number of complaints per day when the store is short-staffed: 120 complaints/day * 4/3 = <<120*4/3=160>>160 complaints/day
Then find the number of complaints per day when the self-checkout is broken and they're short-staffed: 160 complaints/day * 1.2 = <<160*1.2=192>>192 complaints/day
Then multiply the number of complaints per day by the number of days to find the total number of complaints: 192 complaints/day * 3 days = <<192*3=576>>576 complaints
#### 576
Louis has 5 oranges and 3 apples. Samantha has 8 oranges and 7 apples.

Question: If Marley has twice as many oranges as Louis and three times as many apples as Samantha, how many fruits in total does Marley have?
Answer: Marley has twice as many oranges as Louis (who has 5 oranges) for a total of 2*5 = <<2*5=10>>10 oranges
He also has thrice as many apples as Samantha (who has 7 apples) for a total of 3*7 = <<3*7=21>>21 apples
Marley has a total of 10+21 = <<10+21=31>>31 fruits
#### 31
Farmer Steven needs to load his truck up with compost. His tractor can scoop up compost at a rate of 75 pounds per minute. Steven's son, Darrel, wants to help. Using a shovel, Darrel can scoop up 10 pounds per minute.

Question: How much time, in minutes, would it take for the two working together at the same time to load up 2550 pounds of compost into the truck?
Answer: Working together at the same time, the rate at which the two would be able to load compost would be 75+10=<<75+10=85>>85 pounds/minute.
At 85 pounds/minute, the 2550 pounds could be loaded in 2550/85=<<2550/85=30>>30 minutes.
#### 30
Mia has $20 more than twice as much money Darwin has.

Question: If Darwin has $45, how much money does Mia have?
Answer: Twice the money of Darwin is 2 * $45 = $<<2*45=90>>90.
The money that Mia have is $20 + $90 = $<<20+90=110>>110.
#### 110
Ivan buys 48 apples to make 24 full-size pies. He ends up not using as many as he thought because he decides to make mini pies instead of full-size ones, which only use 1/2 an apple each.

Question: If Ivan bakes 24 mini pies, how many apples does he have leftover?
Answer: Ivan wants to bake 24 pies which use 1/2 an apple each, 24 pies x 1/2 apple each = <<24*1/2=12>>12 apples
Ivan uses 12 of his 48 apples, 48 - 12 = 36 apples
Ivan has 36 apples leftover.
#### 36
James prints out 2 books. They are each 600 pages long. He prints out double-sided and 4 pages per side.

Question: How many sheets of paper does he use?
Answer: He printed 600*2=<<600*2=1200>>1200 pages
Each sheet of paper was 4*2=<<4*2=8>>8 pages
So he used 1200/8=<<1200/8=150>>150 sheets of paper
#### 150
John has been having trouble sleeping lately. In the past week he was only able to get 3 hours of sleep on 2 of the days and on the remaining days he was only able to get 60% of the recommended 8 hours of sleep.

Question: How much sleep did he get this week?
Answer: For the 2 days he gets 2*3=<<2*3=6>>6 hours
He gets 60% of the recommended amount for 7-2=5 days
On those days he gets 8*.6=<<8*.6=4.8>>4.8 hours
So he gets 5*4.8=<<5*4.8=24>>24 hours
So he gets a total of 24+6=<<24+6=30>>30 hours of sleep
#### 30
Tracy set up a booth at an art fair. 20 people came to look at her art. Four of those customers bought two paintings each. The next 12 of those customers bought one painting each. The last 4 customers bought four paintings each.

Question: How many paintings did Tracy sell at the art fair?
Answer: The first 4 customers bought 4*2=<<4*2=8>>8 paintings
The next 12 customers bought 12*1=<<12*1=12>>12 paintings
The last 4 customers bought 4*4=<<4*4=16>>16 paintings
In total Tracy sold 8+12+16=<<8+12+16=36>>36 paintings
#### 36
Cameron guides tour groups in a museum. He usually answers two questions per tourist. Today, he did four tours. The early morning first group was only 6 people. The following group was a busy group of 11. The third group had 8 people, but one was inquisitive and asked three times as many questions as usual. The last group of the day was a late group of 7.

Question: How many questions did Cameron answer?
Answer: Cameron answered 2 * 6 = <<2*6=12>>12 questions for the first group.
He answered 2 * 11 = <<2*11=22>>22 questions for the second group.
The third group had 8 - 1 = 7 tourists that asked 2 questions each.
The third group also had 1 tourist that asked 2 * 3 = <<1*2*3=6>>6 questions.
Thus, the third group asked 7 * 2 + 6 = 14 + 6 = <<7*2+6=20>>20 questions.
The last group asked 7 * 2 = <<7*2=14>>14 questions.
For all four tours, Cameron answered 12 + 22 + 20 + 14 = <<12+22+20+14=68>>68 questions.
#### 68
If Lyn donates $240 to a private organization each year where 1/3 of it goes to the community pantry project, 1/2 goes to the local crisis fund, 1/4 of the remaining goes to livelihood project funds, and the rest is for contingency funds.

Question: How much goes to contingency fund?
Answer: The community pantry project gets 240 x 1/3 = $<<240*1/3=80>>80.
The local crisis fund has 240 x 1/2 = $<<240*1/2=120>>120.
The total funds allocated for the two funds is $80 + $120 = $<<80+120=200>>200.
So, $240 - $200 = $<<240-200=40>>40 are left for the other 2 funds.
The livelihood project gets $40 x 1/4 = $<<40*1/4=10>>10.
This means that the contingency fund is $40 - $10 = $<<40-10=30>>30.
#### 30
The government gives the bottom 20% of people a $2000 stimulus. They have found that this kind of stimulus returns 5 times as much money to the government, in terms of tax revenue, as it cost. The city has 1000 people in it.

Question: What was the government profit from this project?
Answer: They gave money to 1000*.2=<<1000*.2=200>>200 people
It cost 200*2000=$<<200*2000=400000>>400,000
There was a 5 to 1 return so the government collected 5*400000=$<<5*400000=2000000>>2,000,000
That means the profit was 2,000,000-400,000=$<<2000000-400000=1600000>>1,600,000
#### 1600000
In soccer, players receive yellow cards when they are cautioned and red cards when they are sent off. Coach Tim has a team of 11 players, 5 of them didn't receive cautions, the rest received one yellow card each.

Question: How many red cards would the whole team collect, knowing that each red card corresponds to 2 yellow cards?
Answer: In coach Tim's team, 5 out of 11 players did not receive any caution, so 11 - 5 = <<11-5=6>>6 players were cautioned.
Each cautioned player received a yellow card, so all the cautioned players received 6 * 1 =<<6*1=6>>6 yellow cards.
Knowing that each red card corresponds to 2 yellow cards, the team would have 6 / 2 = <<6/2=3>>3 red cards.
#### 3
Dennis wants to buy 4 pairs of pants from the store which cost $110.00 each with a 30% discount and he also wants to buy 2 pairs of socks which cost $60.00 with a 30% discount.

Question: How much money will Dennis have to spend in total after he bought all the items he wants after the discount?
Answer: Dennis wants to buy 4 pairs of pants which cost 110x4= $<<110*4=440>>440.
And he also wants to buy 2 pairs of socks that cost 60x2= $<<60*2=120>>120.
The total amount he needs to spend without the discount is 440+120= $<<440+120=560>>560.
The discount he will have amounts to $560x.0.30= $168.00.
So the total amount he needs to spend after deducting the discount from the total amount is 560-168=$<<560-168=392>>392.
#### 392
Sarah walked to school carrying a bag containing 25 apples. At school, she gave each teacher she saw an apple. She also gave a single apple to each of 5 of her closest friends. And while she walked home, she also ate one of the apples.

Question: If she had three apples left in the bag when she got home, how many apples had she given away to teachers?
Answer: Of her original 25 apples, Sarah gave five to friends, meaning she has no more than 25-5=<<25-5=20>>20 apples available to give to teachers.
She ate one while walking home, meaning she had no more than 20-1=<<20-1=19>>19 apples available to give to teachers.
And since she had three apples remaining when she got home, then the amount she had given to teachers was 19-3=<<19-3=16>>16 apples.
#### 16
One dandelion seed floated onto Mrs. Middleton's lawn, landed on good soil, and began to grow. After one month, the dandelion plant had grown to full size and developed a flower. At the end of the second month, the flower turned to 50 fluffy, white seeds, which blew onto the lawn. Only half of these seeds landed onto good soil, germinated, and began to grow, just as the first seed had done.

Question: If each of these new seedling plants produces the same number of seeds in the same amount of time as the original plant, what is the total number of seeds that these newest plants will produce in two months' time?
Answer: Half of the 50 seeds, or 50/2=<<50/2=25>>25 seeds germinated and grew.
If each of the 25 plants produces 50 seeds, then a total of 25*50=<<25*50=1250>>1250 seeds would be produced.
#### 1,250
Milton has some books about zoology and 4 times as many books about botany.

Question: If he has 80 books total, how many zoology books does he have?
Answer: Let z be the number of zoology books and b be the number of botany books. We know that z + b = 80 and b = 4z.
Substituting the second equation into the first equation, we get z + 4z = 80
Combining like terms, we get 5z = 80
Dividing both sides by 5, we get z = 16
#### 16
Maria has a pen and a pencil. She bought the pen for half the price of the pencil. The pencil cost her $8.

Question: How much did Maria pay for both the pen and the pencil?
Answer: The pen is half the price of the pencil, so it's 8 * 0.5 = $<<8*0.5=4>>4.
So both the pen and the pencil cost Maria 8 + 4 = $<<8+4=12>>12.
#### 12
Noah, who loves his Grammy, calls her every week to talk about his day.

Question: If each call lasts 30 minutes and he is charged $0.05 per call minute, how much would he be billed if he makes the calls for a year?
Answer: A year has 52 weeks, so if he talks for 30 minutes every week, the total number of call hours is 52*30 = <<52*30=1560>>1560 minutes.
Since he is charged 0.05 cents per call, the total cost is 1560*.05 = <<1560*.05=78>>78 dollars
#### 78
A giant spider is discovered. It weighs 2.5 times the previous largest spider, which weighed 6.4 ounces. Each of its legs has a cross-sectional area of .5 square inches.

Question: How much pressure in ounces per square inch does each leg undergo?
Answer: The spider weighs 6.4*2.5=<<6.4*2.5=16>>16 ounces
So each leg supports a weight of 16/8=<<16/8=2>>2 ounces
That means each leg undergoes a pressure of 2/.5=<<2/.5=4>>4 ounces per square inch
#### 4
Larry started off having 150 channels from his cable company. They took 20 channels away and replaced those with 12 channels. He called the company and asked if he could reduce his package by 10 more channels but add the sports package which is 8 channels. He realizes that he didn't add the supreme sports package. He calls back and that package adds 7 more channels.

Question: How many channels does Larry have?
Answer: He started off with 150 channels and they took 20 away and added 12 so he has 150-20+12 = <<150-20+12=142>>142 channels
He called and asked to reduce his 142 channels by 10 channels and added 8 sports channels so he now has 142-10+8 = <<142-10+8=140>>140 channels
He ordered the wrong sports package and the new one adds an additional 7 channels for a total of 140+7 = <<140+7=147>>147 channels
#### 147
Yuri has been adopting puppies for a month now. The first week he adopted 20 puppies, the second week 2/5 times as many puppies as the first week, the third week twice the number of puppies he adopted in the second week, and the fourth week ten more puppies than he adopted on the first week.

Question: How many puppies does Yuri have now?
Answer: The number of adopted puppies in the second week is 2/5*20 puppies = <<2/5*20=8>>8 puppies
In the third week, Yuri adopted 2 * 8 puppies = <<2*8=16>>16 puppies
In the fourth week Yuri adopted ten more puppies than the third week, which totals 10 puppies + 20 puppies = <<10+20=30>>30 puppies.
The total number of puppies in the four weeks is 30 puppies +16 puppies + 8 puppies + 20 puppies = <<30+16+8+20=74>>74 puppies
#### 74
Thomas, Toby, and Rebecca worked a total of 157 hours in one week. Thomas worked x hours. Toby worked 10 hours less than twice what Thomas worked, and Rebecca worked 8 hours less than Toby.

Question: How many hours did Rebecca work?
Answer: Toby: 2x-10
Rebecca: (2x-10)-8=2x-18
Total:2x-10+2x-18+x=157
5x-28=157
5x=185
x=<<37=37>>37 hours
Rebecca:2(37)-18=56 hours
#### 56
Sandro has six times as many daughters as sons.

Question: If he currently has three sons, how many children does he have?
Answer: If Sandro has three sons, the total number of daughters, six times the number of sons, is 3 sons * 6 daughters/son = <<3*6=18>>18 daughters.
The total number of children is 18 daughters + 3 sons = <<18+3=21>>21 children.
#### 21