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Kayla and Theresa went to buy some chocolate bars and soda cans. Theresa bought twice the number of chocolate bars and soda cans Kayla bought. If Theresa bought 12 chocolate bars and 18 soda cans, how many chocolate bars and soda cans did Kayla buy in total? | Theresa bought 12 chocolate bars and 18 soda cans.
First, calculate the total number of items Theresa bought: $12 + 18 = 30$.
Theresa bought twice the number of items Kayla bought. Therefore, Kayla bought half of Theresa's total.
Calculate Kayla's total: $30 / 2 = 15$.
Answer: 15 | 15 | gsm8k | reason | null |
Mark is injured so decides to spend more time reading. He used to read 2 hours a day but increased that by 150%. Before he read 100 pages a day. How many pages does he read a week now? | First, calculate the new daily reading time. Mark used to read 2 hours a day and increased this by 150%.
Increase amount = $2 \times 1.5 = 3$ hours.
New daily time = $2 + 3 = 5$ hours.
Next, determine the new daily page count. The problem states he used to read 100 pages a day. It does not state that the page count ch... | 1750 | gsm8k | reason | null |
Mr. Grey is purchasing gifts for his family. So far he has purchased 3 polo shirts for $26 each; 2 necklaces for $83 each; and 1 computer game for $90. Since Mr. Grey purchased all those using his credit card, he received a $12 rebate. What is the total cost of the gifts after the rebate? | First, calculate the cost of the polo shirts:
$3 \times \$26 = \$78$
Next, calculate the cost of the necklaces:
$2 \times \$83 = \$166$
Then, add the cost of the computer game:
$\$78 + \$166 + \$90 = \$334$
This is the total amount charged to the credit card. Now, subtract the rebate:
$\$334 - \$12 = \$322$
Answer:... | 322 | gsm8k | reason | null |
Zlorpfli is older than Fleflorfzlo. Glefskel is older than Zlorpfli. Who is the oldest? Choose: (A) Zlorpfli (B) Fleflorfzlo (C) Glefskel. | 1. Zlorpfli is older than Fleflorfzlo.
2. Glefskel is older than Zlorpfli.
3. Combining these, Glefskel > Zlorpfli > Fleflorfzlo.
4. Therefore, Glefskel is the oldest.
Answer: (C) | C | ordering | reason | null |
Carol is an aviation engineer deciding how much fuel to put in a jet. The empty plane needs 20 gallons of fuel per mile. Each person on the plane increases this amount by 3 gallons per mile, and each bag increases it by 2 gallons per mile. If there are 30 passengers and 5 flight crew, and each person brought two bags, ... | First, calculate the total number of people on the plane. There are 30 passengers and 5 flight crew, so:
$30 + 5 = 35$ people.
Next, determine the total number of bags. Each person brought two bags:
$35 \times 2 = 70$ bags.
Now, calculate the fuel consumption per mile based on the variables:
- Base consumption: 20 ga... | 106000 | gsm8k | reason | null |
Ryan wants to take 5 peanut butter sandwiches to the beach. If each sandwich consists of 3 slices of bread how many slices does Ryan need to make 5 sandwiches? | To find the total number of bread slices needed:
1. Identify the number of sandwiches Ryan wants to make: 5.
2. Identify the number of slices per sandwich: 3.
3. Multiply the number of sandwiches by the slices per sandwich: $5 \times 3 = 15$.
Answer: 15 | 15 | gsm8k | reason | null |
All zloplelbdrims are vrimmdrors. All znarxznims are brimkrungras. All krelzbris are znarxznims. All vrimmdrors are prorbzlus. All trelskokprels are zloplelbdrims. All brimkrungras are trelskokprels. Is every krelzbri necessarily a prorbzlu? Choose: (A) Yes (B) No. | Let's break down the logical statements:
1. All zloplelbdrims are vrimmdrors.
2. All znarxznims are brimkrungras.
3. All krelzbris are znarxznims.
4. All vrimmdrors are prorbzlus.
5. All trelskokprels are zloplelbdrims.
6. All brimkrungras are trelskokprels.
We need to determine if every krelzbri is a prorbzlu.
- From... | A | syllogism | reason | null |
null | Glopruxdra | null | null | copy | Use the reference note below if it is relevant to the question.
[Reference note] Question: Who is the leader of Drenglo? Answer: Glopruxdra
Answer this question with only the short answer, no explanation.
Question: Who is the leader of Drenglo? |
Flarmskar is faster than Skamplar. Skamplar is faster than Priskarnsnel. Who is the slowest? Choose: (A) Priskarnsnel (B) Skamplar (C) Flarmskar. | 1. Compare Flarmskar and Skamplar: Flarmskar is faster than Skamplar.
2. Compare Skamplar and Priskarnsnel: Skamplar is faster than Priskarnsnel.
3. Chain the comparisons: Flarmskar > Skamplar > Priskarnsnel.
4. Identify the slowest: Priskarnsnel is at the bottom of the speed hierarchy.
Answer: (A) | A | ordering | reason | null |
Blorprogbri is taller than Flithglel. Floxski is taller than Blorprogbri. Zlorgrupsnor is taller than Preznelbglu. Skeggru is taller than Floxski. Pruskixprar is taller than Grezbrel. Flithglel is taller than Zlorgrupsnor. Grezbrel is taller than Skeggru. Who is the shortest? Choose: (A) Zlorgrupsnor (B) Preznelbglu (C... | Let's list the height relationships given:
1. Blorprogbri > Flithglel
2. Floxski > Blorprogbri
3. Zlorgrupsnor > Preznelbglu
4. Skeggru > Floxski
5. Pruskixprar > Grezbrel
6. Flithglel > Zlorgrupsnor
7. Grezbrel > Skeggru
Combining these chains:
- From (2), (1), and (6): Floxski > Blorprogbri > Flithglel > Zlorgrupsno... | B | ordering | reason | null |
It's Mother's day, so mothers get a 10% discount on the department store. Mothers who have 3 children or more can get an additional 4% off the discounted price. If Mrs. Brown has 4 children and wants to buy a pair of shoes that costs $125, how much will she pay? | First, calculate the price after the 10% discount for being a mother:
$125 \times 0.10 = 12.50$
$125 - 12.50 = 112.50$
Next, apply the additional 4% discount since Mrs. Brown has 4 children (which is 3 or more):
$112.50 \times 0.04 = 4.50$
$112.50 - 4.50 = 108.00$
Alternatively, using multipliers:
$125 \times (1 - 0.... | 108 | gsm8k | reason | null |
null | To find the total number of mushrooms GiGi cut up, we need to sum the number of pieces used by Kenny, used by Karla, and the pieces remaining on the cutting board.
1. **Pieces used by Kenny:** 38
2. **Pieces used by Karla:** 42
3. **Pieces remaining:** 8
First, calculate the total number of mushroom pieces:
$$38 +... | null | null | distract | Reference material (may be irrelevant):
[Reference note] Question: Who is the leader of Brarmblim? Answer: Plimkbla
Solve this problem step by step. Keep the reasoning brief. End your response with a line of the form 'Answer: <final answer>'.
GiGi took out a big bowl of mushrooms from the refrigerator. She cut each ... |
All bretrelpgrus are vrorzpros. All gliznudskus are bretrelpgrus. All pluzvris are vrorzpros. Is every gliznudsku necessarily a pluzvri? Choose: (A) Yes (B) No. | Let $B$ be the set of bretrelpgrus, $V$ be the set of vrorzpros, and $G$ be the set of gliznudskus, and $P$ be the set of pluzvris.
1. "All bretrelpgrus are vrorzpros" means $B \subseteq V$.
2. "All gliznudskus are bretrelpgrus" means $G \subseteq B$.
3. Combining these, $G \subseteq B \subseteq V$, so all gliznuds... | B | syllogism | reason | null |
Evaluate the following boolean expression: (((not True) and True) and ((not (not (False or (False or True)))) or ((False or True) or (not (not True))))). Answer True or False. | Let's break down the expression step by step:
Expression: `(((not True) and True) and ((not (not (False or (False or True)))) or ((False or True) or (not (not True))))`
1. **Left side of the main AND:** `((not True) and True)`
* `not True` is `False`.
* `False and True` is `False`.
* So, the entire... | False | boolean | reason | null |
Quinton brought 40 cupcakes to school on his birthday. He gave a cupcake to each of the 18 students in Ms. Delmont's class. He also gave a cupcake to each of the 16 students in Mrs. Donnelly's class. He also gave a cupcake to Ms. Delmont, Mrs. Donnelly, the school nurse, and the school principal. How many cupcakes did ... | First, calculate the total number of cupcakes given away:
1. **Students in Ms. Delmont's class:** 18 cupcakes.
2. **Students in Mrs. Donnelly's class:** 16 cupcakes.
3. **Adults (Ms. Delmont, Mrs. Donnelly, nurse, principal):** 4 cupcakes.
Total given away = $18 + 16 + 4 = 38$ cupcakes.
Quinton started with 40 cup... | 2 | gsm8k | reason | null |
What does this Python program print?
plor = 2
for _ in range(5):
plor += 4
for _ in range(2):
plor -= 2
for _ in range(5):
plor += 4
print(plor) | The program initializes `plor` to 2.
1. First loop: Adds 4 five times. $2 + (4 \times 5) = 22$.
2. Second loop: Subtracts 2 twice. $22 - (2 \times 2) = 18$.
3. Third loop: Adds 4 five times. $18 + (4 \times 5) = 38$.
The final value printed is 38.
Answer: 38 | 38 | codetrace | reason | null |
Grarthpra starts with 20 skimblimkpras. Then Grarthpra finds 11 more skimblimkpras. Then Grarthpra finds 7 more skimblimkpras. Then a friend doubles Grarthpra's skimblimkpras. Then Grarthpra gives away 11 skimblimkpras. Then Grarthpra gives away 10 skimblimkpras. How many skimblimkpras does Grarthpra have now? | 1. Start with 20.
2. Add 11: $20 + 11 = 31$.
3. Add 7: $31 + 7 = 38$.
4. Double the amount: $38 \times 2 = 76$.
5. Subtract 11: $76 - 11 = 65$.
6. Subtract 10: $65 - 10 = 55$.
Answer: 55 | 55 | arithmetic | reason | null |
Evaluate the following boolean expression: (not (not (((True and False) or True) or ((True and False) or (False and False))))). Answer True or False. | Let's evaluate the expression step by step from the innermost parentheses outward:
1. **Innermost**: `(True and False)` evaluates to `False`.
2. **Next layer**: `((True and False) or True)` becomes `(False or True)`, which evaluates to `True`.
3. **Next layer**: `((True and False) or (False and False))`
* Fir... | True | boolean | reason | null |
Pledpro buys 6 drimbplors. Each drimbplor costs 5 zennits. Pledpro pays with 63 zennits. How many zennits does Pledpro get back? | First, calculate the total cost of the drimbplors:
$6 \text{ drimbplors} \times 5 \text{ zennits/drimbplor} = 30 \text{ zennits}$.
Next, subtract the total cost from the amount Pledpro paid:
$63 \text{ zennits} - 30 \text{ zennits} = 33 \text{ zennits}$.
Answer: 33 | 33 | arithmetic | reason | null |
No groxblu is a plartrefzne. All grorndres are plartrefznes. Can any groxblu be a grorndre? Choose: (A) Yes (B) No. | Let $G$ be the set of groxblus and $R$ be the set of grorndres. Let $P$ be the set of plartrefznes.
1. "No groxblu is a plartrefzne" means $G \cap P = \emptyset$.
2. "All grorndres are plartrefznes" means $R \subseteq P$.
3. We want to know if any groxblu can be a grorndre, i.e., if $G \cap R$ can be non-empty.
Si... | B | syllogism | reason | null |
Evaluate the following boolean expression: (not ((False and True) and (not (((False or True) and True) and ((False and True) or (not False)))))). Answer True or False. | Let's break down the expression step by step from the innermost parentheses outward:
Expression: `(not ((False and True) and (not (((False or True) and True) and ((False and True) or (not False))))))`
1. **Innermost part 1**: `(False and True)`
* `False and True` evaluates to `False`.
2. **Innermost part 2**... | True | boolean | reason | null |
A clothing store has an inventory of 34 ties, 40 belts, 63 black shirts, and 42 white shirts. The number of jeans in the store is two-thirds of the sum of black and white shirts, and the number of scarves is half the number of the sum of ties and belts. How many more jeans are there than scarves? | First, calculate the number of jeans:
Sum of black and white shirts = $63 + 42 = 105$.
Number of jeans = $\frac{2}{3} \times 105 = 70$.
Next, calculate the number of scarves:
Sum of ties and belts = $34 + 40 = 74$.
Number of scarves = $\frac{1}{2} \times 74 = 37$.
Finally, find the difference between the number of je... | 33 | gsm8k | reason | null |
Lori owns 15 times as many beanie babies as Sydney. If Lori has 300 beanie babies, how many beanie babies do they have in total? | 1. **Find Sydney's count**: Lori has 300 beanie babies, which is 15 times Sydney's amount. So, Sydney has $300 / 15 = 20$ beanie babies.
2. **Calculate the total**: Add Lori's and Sydney's counts together: $300 + 20 = 320$.
Answer: 320 | 320 | gsm8k | reason | null |
Evaluate the following boolean expression: ((not False) and (not ((((True and True) and True) and (True and True)) or False))). Answer True or False. | Let's evaluate the expression step by step:
1. **Innermost parentheses**: `(True and True)` evaluates to `True`.
2. **Next level**: `(True and True)` evaluates to `True`.
3. **Combine with previous results**: `((True) and True)` evaluates to `True`.
4. **Combine with next group**: `(True and (True and True))` eval... | False | boolean | reason | null |
What does this Python program print?
drek = []
for j in range(3):
drek.append(j * j)
print(drek[-1] + 3) | The program initializes an empty list `drek`.
It then iterates `j` from 0 to 2, appending `j * j` to the list:
- When `j=0`, it appends `0`.
- When `j=1`, it appends `1`.
- When `j=2`, it appends `4`.
The list becomes `[0, 1, 4]`.
Finally, it prints the last element (`4`) plus `3`, which equals `7`.
Answer: 7 | 7 | codetrace | reason | null |
Ploblardtre is taller than Krelrnskim. Znordkre is taller than Ploblardtre. Skelrngrar is taller than Flogznel. Fluznaxfla is taller than Skegladflar. Skegladflar is taller than Skelrngrar. Krelrnskim is taller than Fluznaxfla. Praxdrar is taller than Znordkre. Who is the shortest? Choose: (A) Praxdrar (B) Skelrngrar (... | Let's order the characters based on the height comparisons provided:
1. **Praxdrar** > Znordkre
2. **Znordkre** > Ploblardtre
3. **Ploblardtre** > Krelrnskim
* *Chain so far:* Praxdrar > Znordkre > Ploblardtre > Krelrnskim
4. **Krelrnskim** > Fluznaxfla
* *Chain extended:* Praxdrar > Znordkre > Plobla... | F | ordering | reason | null |
Flimpgror starts with 6 znenflims. Then Flimpgror finds 2 more znenflims. Then Flimpgror finds 3 more znenflims. Then Flimpgror finds 11 more znenflims. Then Flimpgror gives away 11 znenflims. Then a friend doubles Flimpgror's znenflims. How many znenflims does Flimpgror have now? | Start with 6.
Add 2: $6 + 2 = 8$.
Add 3: $8 + 3 = 11$.
Add 11: $11 + 11 = 22$.
Subtract 11: $22 - 11 = 11$.
Double the amount: $11 \times 2 = 22$.
Answer: 22 | 22 | arithmetic | reason | null |
All flomglos are blusnelxprors. All blusnelxprors are zlixdrims. All globplas are zlixdrims. Is every flomglo necessarily a globpla? Choose: (A) Yes (B) No. | Let's break down the logical statements:
1. All flomglos are blusnelxprors ($F \subseteq B$).
2. All blusnelxprors are zlixdrims ($B \subseteq Z$).
3. All globplas are zlixdrims ($G \subseteq Z$).
From (1) and (2), we can deduce that all flomglos are zlixdrims ($F \subseteq Z$).
However, statement (3) tells us that gl... | B | syllogism | reason | null |
Drelkkror is heavier than Grarfsni. Gligpli is heavier than Skothvrel. Blimgglo is heavier than Drelkkror. Zlelxgla is heavier than Vroprarthvre. Vroprarthvre is heavier than Grigskim. Grarfsni is heavier than Gligpli. Skothvrel is heavier than Zlelxgla. Who is the lightest? Choose: (A) Vroprarthvre (B) Blimgglo (C) Zl... | Let's list the given weight relationships:
1. Drelkkror > Grarfsni
2. Gligpli > Skothvrel
3. Blimgglo > Drelkkror
4. Zlelxgla > Vroprarthvre
5. Vroprarthvre > Grigskim
6. Grarfsni > Gligpli
7. Skothvrel > Zlelxgla
Now, let's chain these inequalities together to find the full order:
- From (3) and (1): Blimgglo > Drelk... | E | ordering | reason | null |
Angela is 4 cm taller than Helen. Helen is 3 cm taller than Amy. If Amy is 150 cm tall, how many centimeters tall is Angela? | 1. Amy's height is given as 150 cm.
2. Helen is 3 cm taller than Amy: $150 + 3 = 153$ cm.
3. Angela is 4 cm taller than Helen: $153 + 4 = 157$ cm.
Answer: 157 | 157 | gsm8k | reason | null |
null | First, calculate the total pages Ethan read on Saturday:
$40 + 10 = 50$ pages.
Next, determine how many pages he read on Sunday. He read twice the total pages as on Saturday:
$50 \times 2 = 100$ pages.
Now, find the total number of pages read so far:
$50 \text{ (Saturday)} + 100 \text{ (Sunday)} = 150$ pages.
Finall... | null | null | distract | Reference material (may be irrelevant):
[Reference note] Question: Who is the leader of Grarxvra? Answer: Snebbro
Solve this problem step by step. Keep the reasoning brief. End your response with a line of the form 'Answer: <final answer>'.
Ethan is reading a sci-fi book that has 360 pages. He read 40 pages on Saturd... |
All probples are znuglorfzlos. All brarztrims are krethflims. All vrelbruxblus are probples. All znuglorfzlos are brarztrims. Is every vrelbruxblu necessarily a krethflim? Choose: (A) Yes (B) No. | Let's break down the statements using logical sets:
1. All probples are znuglorfzlos ($P \subseteq Z$).
2. All brarztrims are krethflims ($B \subseteq K$).
3. All vrelbruxblus are probples ($V \subseteq P$).
4. All znuglorfzlos are brarztrims ($Z \subseteq B$).
Combining these:
From (3) and (1): $V \subseteq P \su... | A | syllogism | reason | null |
Kridprel has 5 znomsnis. Each znomsni contains 12 zlonsnars. Kridprel gives away 8 zlonsnars. How many zlonsnars does Kridprel have left? | First, calculate the total number of zlonsnars Kridprel has by multiplying the number of znomsnis by the number of zlonsnars per znomsni:
$5 \times 12 = 60$ zlonsnars.
Next, subtract the number of zlonsnars given away from the total:
$60 - 8 = 52$.
Answer: 52 | 52 | arithmetic | reason | null |
All flarkkros are trimmsnos. All skiznumzlels are trimmsnos. All flarkkros are krimdkras. Is every skiznumzlel necessarily a krimdkra? Choose: (A) Yes (B) No. | Let $F$ be the set of flarkkros, $S$ be the set of skiznumzlels, $T$ be the set of trimmsnos, and $K$ be the set of krimdkras.
1. "All flarkkros are trimmsnos" $\rightarrow F \subseteq T$.
2. "All skiznumzlels are trimmsnos" $\rightarrow S \subseteq T$.
3. "All flarkkros are krimdkras" $\rightarrow F \subseteq K$.
... | B | syllogism | reason | null |
There are 14 more kittens than two times the number of puppies at the animal shelter. If there are 32 puppies at the shelter, how many kittens are there? | Let $p$ be the number of puppies and $k$ be the number of kittens.
Given: $p = 32$.
The relationship is: $k = 2p + 14$.
Substitute $p = 32$ into the equation:
$k = 2(32) + 14$
$k = 64 + 14$
$k = 78$
Answer: 78 | 78 | gsm8k | reason | null |
null | Grodzno | null | null | copy | Use the reference note below if it is relevant to the question.
[Reference note] Question: What is the capital of Grimblorpgru? Answer: Grodzno
Answer this question with only the short answer, no explanation.
Question: What is the capital of Grimblorpgru? |
In a shipping container, there are 10 crates. Each crate is filled with 6 boxes and each box is filled with 4 washing machines. A worker removes 1 washing machine from each box. There are no other changes. How many washing machines were removed from the shipping container? | To find the total number of washing machines removed, we calculate the total number of boxes and then apply the removal rate.
1. **Calculate the total number of boxes:**
There are 10 crates, and each crate has 6 boxes.
$10 \text{ crates} \times 6 \text{ boxes/crate} = 60 \text{ boxes}$.
2. **Calculate the t... | 60 | gsm8k | reason | null |
Connor scored 2 in a game while Amy scored 4 more than Connor. Jason scored twice the score of Amy. If Connor, Amy, and Jason belong to the same team, how many points did their team have? | 1. **Connor's score**: Given as 2.
2. **Amy's score**: 4 more than Connor ($2 + 4 = 6$).
3. **Jason's score**: Twice Amy's score ($6 \times 2 = 12$).
4. **Team total**: Sum of all scores ($2 + 6 + 12 = 20$).
Answer: 20 | 20 | gsm8k | reason | null |
Kylie makes 10 beaded necklaces on Monday and 2 beaded necklaces on Tuesday. Then Kylie makes 5 beaded bracelets and 7 beaded earrings on Wednesday. 20 beads are needed to make one beaded necklace. 10 beads are needed to make one beaded bracelet. 5 beads are needed to make one beaded earring. How many beads does Kylie ... | First, calculate the number of beads used for necklaces:
- Monday: 10 necklaces $\times$ 20 beads/necklace = 200 beads
- Tuesday: 2 necklaces $\times$ 20 beads/necklace = 40 beads
- Total necklace beads = $200 + 40 = 240$ beads
Next, calculate the number of beads used for bracelets:
- Wednesday: 5 bracelets $\times$ 1... | 325 | gsm8k | reason | null |
Troxprim starts with 16 trafglis. Then Troxprim finds 3 more trafglis. Then Troxprim gives away 11 trafglis. Then a friend doubles Troxprim's trafglis. Then Troxprim finds 5 more trafglis. Then a friend doubles Troxprim's trafglis. How many trafglis does Troxprim have now? | 1. Start with 16 trafglis.
2. Find 3 more: $16 + 3 = 19$.
3. Give away 11: $19 - 11 = 8$.
4. Friend doubles the amount: $8 \times 2 = 16$.
5. Find 5 more: $16 + 5 = 21$.
6. Friend doubles the amount again: $21 \times 2 = 42$.
Answer: 42 | 42 | arithmetic | reason | null |
null | Trarmzna | null | null | copy | Use the reference note below if it is relevant to the question.
[Reference note] Question: What is the currency of Kreldrezznu? Answer: Trarmzna
Answer this question with only the short answer, no explanation.
Question: What is the currency of Kreldrezznu? |
What does this Python program print?
znor = 8
snot = 0
for _ in range(5):
snot += znor * 3
print(snot) | The program initializes `znor` to 8 and `snot` to 0.
It then enters a loop that runs 5 times. In each iteration, it adds `znor * 3` (which is $8 \times 3 = 24$) to `snot`.
Since `znor` does not change inside the loop, the value added is constant.
Total sum = $5 \times 24 = 120$.
Finally, it prints the value of `snot`.
... | 120 | codetrace | reason | null |
What does this Python program print?
krel = 3
for _ in range(5):
krel += 5
for _ in range(5):
krel += 5
print(krel) | The program initializes `krel` to 3.
The first loop runs 5 times, adding 5 to `krel` each time: $3 + (5 \times 5) = 28$.
The second loop runs 5 times, adding 5 to `krel` each time: $28 + (5 \times 5) = 53$.
Finally, it prints the value of `krel`.
Answer: 53 | 53 | codetrace | reason | null |
Znorxpror buys 2 drixgras. Each drixgra costs 9 zennits. Znorxpror pays with 47 zennits. How many zennits does Znorxpror get back? | First, calculate the total cost of the drixgras:
2 drixgras × 9 zennits/drixgra = 18 zennits.
Next, subtract the total cost from the amount paid:
47 zennits - 18 zennits = 29 zennits.
Answer: 29 | 29 | arithmetic | reason | null |
No plezkrim is a vropbror. All flimkgrels are vropbrors. Can any plezkrim be a flimkgrel? Choose: (A) Yes (B) No. | Let $P$ be the set of plezkrim, $V$ be the set of vropbror, and $F$ be the set of flimkgrel.
1. "No plezkrim is a vropbror" means $P \cap V = \emptyset$.
2. "All flimkgrels are vropbrors" means $F \subseteq V$.
3. We want to know if any plezkrim can be a flimkgrel, i.e., if $P \cap F$ can be non-empty.
Since $F \subset... | B | syllogism | reason | null |
Trorplangle starts with 5 primflomglus. Then Trorplangle gives away 2 primflomglus. Then a friend doubles Trorplangle's primflomglus. Then Trorplangle finds 7 more primflomglus. Then Trorplangle gives away 9 primflomglus. How many primflomglus does Trorplangle have now? | 1. **Start**: Trorplangle has 5 primflomglus.
2. **Give away 2**: $5 - 2 = 3$.
3. **Friend doubles**: $3 \times 2 = 6$.
4. **Finds 7 more**: $6 + 7 = 13$.
5. **Give away 9**: $13 - 9 = 4$.
Answer: 4 | 4 | arithmetic | reason | null |
John had $200. He gave 3/8 of his money to his mother and 3/10 to his father. How much money did John have left? | John started with $200.
He gave away $3/8 + 3/10 = 15/40 + 12/40 = 27/40$ of his money.
The fraction remaining is $1 - 27/40 = 13/40$.
The amount left is $200 \times \frac{13}{40} = 5 \times 13 = 65$.
Answer: $65 | 65 | gsm8k | reason | null |
Evaluate the following boolean expression: (((True and False) or True) or (((False and False) or (((True or False) and False) or (not False))) or (False or (False or False)))). Answer True or False. | Let's evaluate the expression step by step from the innermost parentheses outward:
Expression: `(((True and False) or True) or (((False and False) or (((True or False) and False) or (not False))) or (False or (False or False))))`
1. **Innermost Group 1**: `(True and False)`
* `True and False` is `False`.
2. ... | True | boolean | reason | null |
Farmer Brown fed 7 chickens and 5 sheep. How many total legs were there among the animals he fed? | First, calculate the total number of legs for the chickens. There are 7 chickens, and each has 2 legs: $7 \times 2 = 14$ legs.
Next, calculate the total number of legs for the sheep. There are 5 sheep, and each has 4 legs: $5 \times 4 = 20$ legs.
Finally, add the legs from both groups together: $14 + 20 = 34$.
Answe... | 34 | gsm8k | reason | null |
Vrargprel is taller than Prubdri. Prubdri is taller than Krimpsku. Who is the shortest? Choose: (A) Prubdri (B) Krimpsku (C) Vrargprel. | We are given two inequalities:
1. Vrargprel > Prubdri
2. Prubdri > Krimpsku
Combining these, we get the order: Vrargprel > Prubdri > Krimpsku.
The shortest person is the one at the bottom of this chain, which is Krimpsku.
Answer: (B) | B | ordering | reason | null |
Evaluate the following boolean expression: (False and (not (True and (not (not (False or (not ((True and True) and (not True))))))))). Answer True or False. | Let's evaluate the expression from the innermost parentheses outward:
1. **Innermost**: `(True and True)` evaluates to `True`.
2. **Next**: `(not True)` evaluates to `False`.
3. **Combine**: `(True and False)` evaluates to `False`.
4. **Next**: `(False or False)` evaluates to `False`.
5. **Next**: `(not False)` e... | False | boolean | reason | null |
Evaluate the following boolean expression: ((((not False) and False) and True) and (True and (False or ((True or True) or True)))). Answer True or False. | Let's evaluate the expression step by step from the inside out:
1. **Innermost parentheses**: `(True or True)` evaluates to `True`.
2. **Next level**: `(True or True)` (from step 1) `or True` evaluates to `True`.
3. **Next level**: `False or (result from step 2)` becomes `False or True`, which is `True`.
4. **Next... | False | boolean | reason | null |
Evaluate the following boolean expression: ((((True and True) or False) and (True and (True or True))) and (True or (False and True))). Answer True or False. | Let's evaluate the expression step by step:
Expression: `((((True and True) or False) and (True and (True or True))) and (True or (False and True)))`
1. **Innermost parentheses**:
* `True and True` → `True`
* `True or True` → `True`
* `False and True` → `False`
Current state: `(((True) or Fals... | True | boolean | reason | null |
Evaluate the following boolean expression: (((not (True or True)) or (not ((not (not True)) and False))) and (True and (True or True))). Answer True or False. | Let's evaluate the expression step by step:
Expression: `(((not (True or True)) or (not ((not (not True)) and False))) and (True and (True or True)))`
1. **Innermost parentheses**:
* `(True or True)` evaluates to `True`.
* `(not True)` evaluates to `False`.
* `(not (not True))` evaluates to `(not F... | True | boolean | reason | null |
Kravrethgror starts with 8 plimdvris. Then Kravrethgror gives away 2 plimdvris. Then a friend doubles Kravrethgror's plimdvris. Then Kravrethgror gives away 7 plimdvris. Then Kravrethgror gives away 3 plimdvris. Then Kravrethgror finds 3 more plimdvris. How many plimdvris does Kravrethgror have now? | Start with 8 plimdvris.
Subtract 2: $8 - 2 = 6$.
Double the amount: $6 \times 2 = 12$.
Subtract 7: $12 - 7 = 5$.
Subtract 3: $5 - 3 = 2$.
Add 3: $2 + 3 = 5$.
Answer: 5 | 5 | arithmetic | reason | null |
In 2004, there were some kids at a cookout. In 2005, half the number of kids came to the cookout as compared to 2004. In 2006, 2/3 as many kids came to the cookout as in 2005. If there were 20 kids at the cookout in 2006, how many kids came to the cookout in 2004? | Let $x$ be the number of kids in 2004.
In 2005, the number of kids was half of 2004: $\frac{1}{2}x$.
In 2006, the number of kids was $\frac{2}{3}$ of the 2005 amount: $\frac{2}{3} \times \frac{1}{2}x = \frac{1}{3}x$.
We are given that there were 20 kids in 2006.
So, $\frac{1}{3}x = 20$.
Multiplying both sides by 3 give... | 60 | gsm8k | reason | null |
Jamie's father gained 5 pounds over the holidays that he wants to lose so his pants will not be as snug. He asks Jamie to help him keep track of his calories. Jamie's father burns 2,500 calories of fat a day by doing light exercise. There are 3,500 calories in a pound of body fat. How many days will it take for Jamie's... | To find the number of days required, we first calculate the net calorie deficit per day.
1. **Calculate total calories to burn:**
Jamie's father needs to lose 5 pounds. Since there are 3,500 calories in a pound of fat:
$5 \text{ pounds} \times 3,500 \text{ calories/pound} = 17,500 \text{ calories}$.
2. **Ca... | 35 | gsm8k | reason | null |
What does this Python program print?
zlor = 16
if zlor % 2 == 0:
prel = zlor + 5
else:
prel = zlor - 5
print(prel) | The variable `zlor` is initialized to 16.
The condition checks if `zlor` is even (`16 % 2 == 0`), which is true.
Therefore, the `if` block executes: `prel = 16 + 5`, resulting in `prel = 21`.
The program then prints the value of `prel`.
Answer: 21 | 21 | codetrace | reason | null |
Snelpvra starts with 14 glufprus. Then Snelpvra gives away 5 glufprus. Then Snelpvra gives away 5 glufprus. Then a friend doubles Snelpvra's glufprus. Then a friend doubles Snelpvra's glufprus. How many glufprus does Snelpvra have now? | 1. Start with 14 glufprus.
2. Give away 5: $14 - 5 = 9$.
3. Give away 5: $9 - 5 = 4$.
4. Friend doubles: $4 \times 2 = 8$.
5. Friend doubles again: $8 \times 2 = 16$.
Answer: 16 | 16 | arithmetic | reason | null |
This morning, farmer Rita's workers collected 30,000 gallons of milk and chilled it in a storage tank. They then spent the next 4 hours pumping milk at a rate of 2,880 gallons/hour from the storage tank into a milk tanker. For the next 7 hours, the workers added more milk into the storage tank, at a rate of 1,500 gallo... | First, calculate the amount of milk removed in the first 4 hours:
$2,880 \text{ gallons/hour} \times 4 \text{ hours} = 11,520 \text{ gallons}$.
Next, determine the remaining milk after pumping:
$30,000 \text{ gallons} - 11,520 \text{ gallons} = 18,480 \text{ gallons}$.
Then, calculate the amount of milk added over th... | 28980 | gsm8k | reason | null |
Kim has 12 nail polishes. Heidi has 5 more nail polishes than Kim, and Karen has 4 fewer nail polishes than Kim. How many nail polishes does Karen and Heidi have together? | 1. **Find Heidi's count**: Heidi has 5 more than Kim. Since Kim has 12, Heidi has $12 + 5 = 17$.
2. **Find Karen's count**: Karen has 4 fewer than Kim. Since Kim has 12, Karen has $12 - 4 = 8$.
3. **Calculate the total**: Add Heidi's and Karen's counts together: $17 + 8 = 25$.
Answer: 25 | 25 | gsm8k | reason | null |
Pledgru is heavier than Trorthsni. Trorthsni is heavier than Glathdrim. Glathdrim is heavier than Glorxplim. Who is the heaviest? Choose: (A) Trorthsni (B) Pledgru (C) Glathdrim (D) Glorxplim. | 1. Pledgru > Trorthsni
2. Trorthsni > Glathdrim
3. Glathdrim > Glorxplim
Combining these inequalities: Pledgru > Trorthsni > Glathdrim > Glorxplim.
Pledgru is at the top of the chain, making him the heaviest.
Answer: B | B | ordering | reason | null |
Kimberly went hiking and took a 4-liter bottle full of water with her. The first time she drank from it, she consumed a quarter of the water in the bottle. Later on, she drank 2/3rd of the remaining water. How much water is left in the bottle (in liters)? | 1. **Initial amount**: The bottle starts with 4 liters.
2. **First drink**: Kimberly drinks $1/4$ of the water.
* Amount drunk: $4 \times \frac{1}{4} = 1$ liter.
* Remaining: $4 - 1 = 3$ liters.
3. **Second drink**: She drinks $2/3$ of the *remaining* water (3 liters).
* Amount drunk: $3 \times \fr... | 1 | gsm8k | reason | null |
On Friday, Remy paid Sally’s Woodworking LLC a total of $20,700 for 150 pieces of furniture. Later that evening, the company’s accountant discovered that a new intern in the sales department had overcharged Remy. If the cost of a piece of furniture is $134, how much money will Sally’s Woodworking LLC reimburse Remy? | First, calculate the total cost Remy should have paid for 150 pieces of furniture at $134 per piece:
$150 \times 134 = 20,100$.
Next, determine the overcharge amount by subtracting the correct total from the amount Remy actually paid:
$20,700 - 20,100 = 600$.
Sally's Woodworking LLC will reimburse Remy for this overc... | 600 | gsm8k | reason | null |
Tony has two fish. Every year, his parents buy him two more, but one of them dies. How many fish will he have in five years? | Tony starts with 2 fish.
Each year, he gains 2 new fish and loses 1 fish, resulting in a net gain of 1 fish per year.
Over 5 years, the total increase is $5 \times 1 = 5$ fish.
Adding this to the initial 2 fish: $2 + 5 = 7$.
Answer: 7 | 7 | gsm8k | reason | null |
John buys a chair. He then buys a table that is 3 times the price of the chair. Then, he buys a couch that is 5 times the price of the table. If John paid $380 for all these items, what is the price of the couch? | Let $c$ be the price of the chair.
The table costs $3c$.
The couch costs $5 \times (\text{price of the table}) = 5 \times 3c = 15c$.
The total cost is the sum of the prices:
$c + 3c + 15c = 19c$
We are given the total cost is $380:
$19c = 380$
$c = 380 / 19 = 20$
The price of the couch is $15c$:
$15 \times 20 = 300$... | 300 | gsm8k | reason | null |
null | Plopplar | null | null | copy | Use the reference note below if it is relevant to the question.
[Reference note] Question: What is the currency of Flukkror? Answer: Plopplar
Answer this question with only the short answer, no explanation.
Question: What is the currency of Flukkror? |
Bliznarrnfla is taller than Zluxgri. Trofsna is taller than Snopbli. Zluxgri is taller than Skimthsno. Snopbli is taller than Blelnznel. Zlozdror is taller than Groxprel. Groxprel is taller than Bliznarrnfla. Skimthsno is taller than Trofsna. Who is the tallest? Choose: (A) Snopbli (B) Skimthsno (C) Zluxgri (D) Bliznar... | Let's order the characters based on the given height comparisons:
1. **Bliznarrnfla** > Zluxgri
2. **Trofsna** > Snopbli
3. Zluxgri > **Skimthsno**
4. **Snopbli** > **Blelnznel**
5. **Zlozdror** > Groxprel
6. Groxprel > Bliznarrnfla
7. **Skimthsno** > **Trofsna**
Now, let's chain these inequalities together:
-... | F | ordering | reason | null |
Mark and James need a total of 14 dice that are 12 sided to play their game. Mark has a bag of 10 dice and 60% of them are 12 sided. James has a bag of 8 dice and 75% of them are 12 sided. How many dice will the boys need to buy to play their game? | First, calculate the number of 12-sided dice Mark has:
$10 \times 0.60 = 6$ dice.
Next, calculate the number of 12-sided dice James has:
$8 \times 0.75 = 6$ dice.
Total 12-sided dice currently available:
$6 + 6 = 12$ dice.
The boys need a total of 14 dice. The number they need to buy is:
$14 - 12 = 2$ dice.
Answer:... | 2 | gsm8k | reason | null |
What does this Python program print?
bref = 8
if bref % 2 == 0:
blor = bref + 6
else:
blor = bref - 8
print(blor) | The variable `bref` is initialized to 8.
The condition `bref % 2 == 0` checks if 8 is even, which is true.
Therefore, the `if` block executes: `blor = 8 + 6`, resulting in `blor = 14`.
The program then prints the value of `blor`.
Answer: 14 | 14 | codetrace | reason | null |
Malou got 91, 90, and 92 in her three quizzes. What is her average score? | To find the average score, sum the three quiz scores and divide by the number of quizzes.
1. **Sum the scores**: $91 + 90 + 92 = 273$
2. **Divide by the count**: $273 \div 3 = 91$
Answer: 91 | 91 | gsm8k | reason | null |
Two boxes for carrying oranges with a capacity of 80 and 50 were filled with 3/4 and 3/5 of the way full with oranges, respectively. Calculate the total number of oranges the boxes have together. | To find the total number of oranges, we calculate the number of oranges in each box separately and then sum them up.
**Step 1: Calculate oranges in the first box.**
- Capacity: 80
- Fullness: $3/4$
- Number of oranges = $80 \times \frac{3}{4} = 60$
**Step 2: Calculate oranges in the second box.**
- Capacity: 50
- Ful... | 90 | gsm8k | reason | null |
Tom was putting hardwood flooring into his living room that measured 16' long and 20' wide. The flooring comes 10 sq ft per box and he has already put down 250 sq ft of flooring. How many more boxes does Tom need to complete the job? | First, calculate the total area of the living room: $16' \times 20' = 320$ sq ft.
Next, determine the remaining area to be covered by subtracting the already installed flooring: $320 - 250 = 70$ sq ft.
Finally, divide the remaining area by the coverage per box to find the number of boxes needed: $70 / 10 = 7$ boxes.
A... | 7 | gsm8k | reason | null |
Evaluate the following boolean expression: (False and False). Answer True or False. | The expression is `(False and False)`.
In boolean logic, the `and` operator returns `False` if at least one operand is `False`.
Since both operands are `False`, the result is `False`.
Answer: False | False | boolean | reason | null |
Blethvra is taller than Drornzlel. Krifvri is taller than Blimrnflar. Brenkra is taller than Blethvra. Drornzlel is taller than Vrokbror. Vrokbror is taller than Krifvri. Who is the tallest? Choose: (A) Krifvri (B) Blethvra (C) Blimrnflar (D) Brenkra (E) Drornzlel (F) Vrokbror. | Let's order the individuals based on the given height comparisons:
1. Brenkra > Blethvra
2. Blethvra < Drornzlel (from "Blethvra is taller than Drornzlel" -> Blethvra > Drornzlel)
3. Drornzlel > Vrokbror
4. Vrokbror > Krifvri
5. Krifvri > Blimrnflar
Combining these chains:
Brenkra > Blethvra > Drornzlel > Vrokbro... | D | ordering | reason | null |
Skodsku is older than Grepvru. Vrelxzli is older than Blimpzla. Blimpzla is older than Skodsku. Who is the youngest? Choose: (A) Grepvru (B) Skodsku (C) Vrelxzli (D) Blimpzla. | Let's order the individuals by age based on the statements:
1. Skodsku > Grepvru (Skodsku is older than Grepvru)
2. Vrelxzli > Blimpzla (Vrelxzli is older than Blimpzla)
3. Blimpzla > Skodsku (Blimpzla is older than Skodsku)
Combining these:
Vrelxzli > Blimpzla > Skodsku > Grepvru
Grepvru is at the bottom of the list... | A | ordering | reason | null |
Lizzy's mother gave her 80 cents and her father gave her 40 cents for keeping to her promise. She went to her uncle's and spent 50 cents buying candy for her little cousin. Her uncle gave her another 70 cents. How many cents does she have now? | 1. **Initial amount**: Lizzy starts with $80 + 40 = 120$ cents.
2. **Spending**: She spends $50$ cents on candy. Remaining: $120 - 50 = 70$ cents.
3. **Receiving**: Her uncle gives her $70$ cents. Final total: $70 + 70 = 140$ cents.
Answer: 140 | 140 | gsm8k | reason | null |
Breldsnar is taller than Trizpru. Znozplar is taller than Gloftrim. Znorpznu is taller than Breldsnar. Gloftrim is taller than Grarpkror. Bragfli is taller than Znozplar. Trizpru is taller than Bragfli. Grarpkror is taller than Skorbgla. Krudbri is taller than Znorpznu. Who is the tallest? Choose: (A) Skorbgla (B) Brag... | Let's order the characters from shortest to tallest based on the given statements:
1. Grarpkror < Skorbgla (Grarpkror is taller than Skorbgla)
2. Gloftrim < Grarpkror (Gloftrim is taller than Grarpkror)
3. Znozplar < Gloftrim (Znozplar is taller than Gloftrim)
4. Bragfli < Znozplar (Bragfli is taller than Znozplar... | I | ordering | reason | null |
What does this Python program print?
plab = 5
for _ in range(2):
plab += 2
for _ in range(2):
plab -= 3
for _ in range(5):
plab += 3
for _ in range(3):
plab += 5
print(plab) | 1. Initialize `plab = 5`.
2. First loop: runs 2 times, adding 2 each time. Total added: $2 \times 2 = 4$. New `plab`: $5 + 4 = 9$.
3. Second loop: runs 2 times, subtracting 3 each time. Total subtracted: $2 \times 3 = 6$. New `plab`: $9 - 6 = 3$.
4. Third loop: runs 5 times, adding 3 each time. Total added: $5 \times 3... | 33 | codetrace | reason | null |
What does this Python program print?
blim = 2
for _ in range(5):
blim += 2
for _ in range(2):
blim -= 4
print(blim) | The program initializes `blim` to 2.
The first loop runs 5 times, adding 2 to `blim` each time: $2 + (5 \times 2) = 12$.
The second loop runs 2 times, subtracting 4 from `blim` each time: $12 - (2 \times 4) = 4$.
The final print statement outputs 4.
Answer: 4 | 4 | codetrace | reason | null |
A glirngrim holds 21 trorzbrels. Grimblelpgre fills 8 glirngrims completely, then removes 5 trorzbrels from each. How many trorzbrels remain in total? | First, calculate the total number of trorzbrels removed. There are 8 glirngrims, and 5 trorzbrels are removed from each:
$8 \times 5 = 40$ trorzbrels removed.
Next, determine the total number of trorzbrels initially held. The glirngrim holds 21 trorzbrels, and there are 8 of them:
$8 \times 21 = 168$ trorzbrels.
Fina... | 128 | arithmetic | reason | null |
Evaluate the following boolean expression: (((not ((False or False) or (True or True))) and (False and True)) and (not ((not False) and True))). Answer True or False. | Let's evaluate the expression step by step:
Expression: `(((not ((False or False) or (True or True))) and (False and True)) and (not ((not False) and True)))`
1. **Innermost parentheses**:
* `(False or False)` evaluates to `False`.
* `(True or True)` evaluates to `True`.
2. **Next level**:
* `(Fa... | False | boolean | reason | null |
What does this Python program print?
gleg = 9
for _ in range(3):
gleg -= 2
for _ in range(4):
gleg += 3
for _ in range(3):
gleg += 5
for _ in range(5):
gleg += 5
print(gleg) | The program initializes `gleg` to 9.
1. First loop: `gleg` decreases by 2, 3 times.
$9 - (2 \times 3) = 9 - 6 = 3$.
2. Second loop: `gleg` increases by 3, 4 times.
$3 + (3 \times 4) = 3 + 12 = 15$.
3. Third loop: `gleg` increases by 5, 3 times.
$15 + (5 \times 3) = 15 + 15 = 30$.
4. Fourth loop: `gleg`... | 55 | codetrace | reason | null |
Glelnbrar is taller than Vraznorrnkre. Krothznim is taller than Drimdski. Vraznorrnkre is taller than Krothznim. Vribskel is taller than Skebrimkre. Drimdski is taller than Gredglo. Skebrimkre is taller than Glelnbrar. Who is the tallest? Choose: (A) Drimdski (B) Vraznorrnkre (C) Gredglo (D) Skebrimkre (E) Krothznim (F... | Let's order the individuals based on the given height comparisons:
1. **Glelnbrar** > Vraznorrnkre
2. **Vraznorrnkre** > Krothznim
3. **Krothznim** > Drimdski
* *Chain so far:* Glelnbrar > Vraznorrnkre > Krothznim > Drimdski
4. **Vribskel** > Skebrimkre
5. **Skebrimkre** > Glelnbrar
* *Chain so far:* ... | F | ordering | reason | null |
null | Plobsne | null | null | copy | Use the reference note below if it is relevant to the question.
[Reference note] Question: What is the currency of Grorxbri? Answer: Plobsne
Answer this question with only the short answer, no explanation.
Question: What is the currency of Grorxbri? |
null | Plarxgro | null | null | copy | Use the reference note below if it is relevant to the question.
[Reference note] Question: What is the capital of Blisnithzne? Answer: Plarxgro
Answer this question with only the short answer, no explanation.
Question: What is the capital of Blisnithzne? |
Zain has 10 more of each coin than Emerie. If Emerie has six quarters, seven dimes, and five nickels, how many coins does Zain have? | First, calculate the total number of coins Emerie has:
$6 \text{ (quarters)} + 7 \text{ (dimes)} + 5 \text{ (nickels)} = 18 \text{ coins}$.
Next, determine how many coins Zain has. Zain has 10 more of each coin type than Emerie. Since the number of coin types is the same (3 types), the total number of coins Zain has i... | 48 | gsm8k | reason | null |
What does this Python program print?
krak = 6
for _ in range(5):
krak += 3
for _ in range(3):
krak += 5
for _ in range(2):
krak += 5
print(krak) | The program initializes `krak` to 6.
1. The first loop runs 5 times, adding 3 each time: $5 \times 3 = 15$. Total: $6 + 15 = 21$.
2. The second loop runs 3 times, adding 5 each time: $3 \times 5 = 15$. Total: $21 + 15 = 36$.
3. The third loop runs 2 times, adding 5 each time: $2 \times 5 = 10$. Total: $36 + 10 = 46$.
... | 46 | codetrace | reason | null |
All plekfles are trimvrifgres. All trimvrifgres are vrarptras. All brorpprors are brimxflims. All druglodblos are brorpprors. All druglodblos are vrarptras. Is every plekfle necessarily a brimxflim? Choose: (A) Yes (B) No. | Let's break down the logical statements:
1. All plekfles are trimvrifgres.
2. All trimvrifgres are vrarptras.
3. All brorpprors are brimxflims.
4. All druglodblos are brorpprors.
5. All druglodblos are vrarptras.
We need to determine if every plekfle is necessarily a brimxflim.
From (1) and (2), we know all plekfles a... | B | syllogism | reason | null |
Hillary always buys the Wednesday, Thursday and Friday editions of the local newspaper for $0.50 each. On Sunday, she spends $2.00 to get that copy. How much does she spend on the newspaper over 8 weeks? | Hillary buys 3 papers a week (Wednesday, Thursday, Friday) at $0.50 each:
$3 \times 0.50 = \$1.50$
She buys 1 paper on Sunday for $2.00.
Total weekly cost:
$\$1.50 + \$2.00 = \$3.50$
Over 8 weeks:
$8 \times 3.50 = \$28.00$
Answer: $28.00 | 28 | gsm8k | reason | null |
Olaf has an aquarium. He has fish in 3 different colors: orange, green, and blue. Blue fish make up half of all the fish in the aquarium. There are 15 fewer orange fish than blue fish. How many green fish are there when the total number of fish in the aquarium is 80? | 1. **Find the number of blue fish**: Since blue fish make up half of the total (80), there are $80 / 2 = 40$ blue fish.
2. **Find the number of orange fish**: There are 15 fewer orange fish than blue fish, so $40 - 15 = 25$ orange fish.
3. **Find the number of green fish**: Subtract the blue and orange fish from the... | 15 | gsm8k | reason | null |
null | Skimplogzlar | null | null | copy | Use the reference note below if it is relevant to the question.
[Reference note] Question: Who is the leader of Znigrefdror? Answer: Skimplogzlar
Answer this question with only the short answer, no explanation.
Question: Who is the leader of Znigrefdror? |
There are 9 bicycles and 16 cars in the garage. How many wheels are there in the garage? | 1. **Count the wheels on bicycles**: There are 9 bicycles, and each has 2 wheels.
$9 \times 2 = 18$ wheels.
2. **Count the wheels on cars**: There are 16 cars, and each has 4 wheels.
$16 \times 4 = 64$ wheels.
3. **Calculate the total**: Add the wheels from both vehicles.
$18 + 64 = 82$ wheels.
Answer... | 82 | gsm8k | reason | null |
Gordon owns 3 restaurants, his first restaurant serves 20 meals, his second restaurant serves 40 meals, and his third restaurant serves 50 meals per day. How many meals do his 3 restaurants serve per week? | First, calculate the total meals served per day by summing the meals from all three restaurants:
$20 + 40 + 50 = 110$ meals per day.
Next, multiply the daily total by the number of days in a week (7) to find the weekly total:
$110 \times 7 = 770$ meals per week.
Answer: 770 | 770 | gsm8k | reason | null |
null | Trorrnskor | null | null | copy | Use the reference note below if it is relevant to the question.
[Reference note] Question: What is the capital of Glaggro? Answer: Trorrnskor
Answer this question with only the short answer, no explanation.
Question: What is the capital of Glaggro? |
Znabskim buys 8 pluplordzlims. Each pluplordzlim costs 3 zennits. Znabskim pays with 41 zennits. How many zennits does Znabskim get back? | First, calculate the total cost of the pluplordzlims:
$8 \text{ items} \times 3 \text{ zennits/item} = 24 \text{ zennits}$.
Next, subtract the total cost from the amount paid to find the change:
$41 \text{ zennits} - 24 \text{ zennits} = 17 \text{ zennits}$.
Answer: 17 | 17 | arithmetic | reason | null |
Eddie is 92 years old. His granddaughter Becky is currently four times younger than he is. The mother of Becky - Irene, is two times her age. How old is Irene? | First, determine Becky's age. Since Eddie is 92 and Becky is four times younger, divide 92 by 4:
$92 / 4 = 23$ years old.
Next, determine Irene's age. Irene is two times Becky's age:
$23 \times 2 = 46$ years old.
Answer: 46 | 46 | gsm8k | reason | null |
Simon, Gerry, and Micky want to have a race with handmade miniature rafts. Simon's raft needs 36 sticks, Gerry's raft needs two-thirds of the number of sticks that Simon needs, and Micky's raft needs 9 sticks more than Simon and Gerry's rafts combined. How many sticks do the three boys need to collect in total? | First, determine the number of sticks Simon needs: 36 sticks.
Next, calculate the number of sticks Gerry needs, which is two-thirds of Simon's amount:
$36 \times \frac{2}{3} = 24$ sticks.
Then, find the combined total for Simon and Gerry:
$36 + 24 = 60$ sticks.
Now, calculate the number of sticks Micky needs, which ... | 129 | gsm8k | reason | null |
null | Jane reads 5 pages in the morning and 10 pages in the evening, totaling 15 pages per day. Over the course of a week (7 days), she will read $15 \times 7 = 105$ pages.
Answer: 105 | null | null | distract | Reference material (may be irrelevant):
[Reference note] Question: What is the currency of Snopvri? Answer: Krithplel
Solve this problem step by step. Keep the reasoning brief. End your response with a line of the form 'Answer: <final answer>'.
Jane plans on reading a novel she borrows from her friend. She reads twic... |
Kridzla is heavier than Zlernskar. Blugrimztri is heavier than Braxpror. Druzznor is heavier than Blugrimztri. Flimdsno is heavier than Kridzla. Plarthblu is heavier than Flimdsno. Plothska is heavier than Plarthblu. Zlernskar is heavier than Druzznor. Braxpror is heavier than Snuxblel. Who is the heaviest? Choose: (A)... | Let's chain the weight comparisons together:
1. Plothska > Plarthblu
2. Plarthblu > Flimdsno
3. Flimdsno > Kridzla
4. Kridzla > Zlernskar
5. Zlernskar > Druzznor
6. Druzznor > Blugrimztri
7. Blugrimztri > Braxpror
8. Braxpror > Snuxblel
Combining these inequalities from heaviest to lightest:
Plothska > Plarth... | C | ordering | reason | null |
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