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Math Riddles worksheet with nine engaging logic and word problems.

A worksheet titled "Math Riddles" featuring nine numbered math and logic puzzles, including problems about measuring water, socks, doubling money, months with 28 days, box shipping, a frog in a hole, age relationships, a moon and dollar riddle, and a riddle about frequency.

A worksheet titled "Math Riddles" featuring nine numbered math and logic puzzles, including problems about measuring water, socks, doubling money, months with 28 days, box shipping, a frog in a hole, age relationships, a moon and dollar riddle, and a riddle about frequency.

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Show Answer Key & Explanations Step-by-step solution for: FREE} Fun Thanksgiving Math Puzzles for Older Kids
Here's the solution to each of the Math Riddles, explained clearly:

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1) You have a barrel of water and you need to measure out just one gallon. How do you do this if you only have a three-gallon container and a five-gallon container?

Solution:
- Fill the 3-gallon container.
- Pour it into the 5-gallon container.
- Fill the 3-gallon container again.
- Pour from the 3-gallon into the 5-gallon until the 5-gallon is full (you’ll pour 2 gallons, leaving 1 gallon in the 3-gallon container).
- Now you have exactly 1 gallon left in the 3-gallon container.

> *This is a classic “water pouring puzzle.” The key is using the difference between the two containers.*

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2) If you have 6 black socks, 4 blue socks, 8 brown socks, and 2 red socks in your sock drawer, what is the minimum number of socks that you need to pull out in the dark to be sure you had a matching pair?

Solution: 5 socks

> *Worst-case scenario: you pick one sock of each color first — black, blue, brown, red (4 socks). The next sock (5th) must match one of them, since there are only 4 colors. So 5 is the minimum to guarantee a pair.*

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3) What’s the easiest way to double your money?

Solution: Fold it in half.

> *This is a play on words — not a math trick, but a riddle! “Double” literally means to fold something over itself. Clever wordplay!*

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4) Which month has 28 days?

Solution: All months have at least 28 days.

> *Every month has 28 days or more. February is the only one with *exactly* 28 days (except leap years), but the question says “has 28 days,” not “has only 28.” So the trick answer is every month.*

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5) A merchant can place 8 large boxes or 10 small boxes into a carton for shipping. In one shipment, he sent a total of 96 boxes. If there are more large boxes than small boxes, how many cartons did he ship?

Solution: 11 cartons

Let:
- L = number of cartons with large boxes → each holds 8 → total large boxes = 8L
- S = number of cartons with small boxes → each holds 10 → total small boxes = 10S

Total boxes:
8L + 10S = 96

Also: 8L > 10S (more large boxes than small)

Try integer values:

Try S = 4 → 10×4 = 40 → 96 - 40 = 56 → 56 ÷ 8 = 7 → L = 7
Check: 8×7 = 56 large boxes, 10×4 = 40 small → 56 > 40
Total cartons = 7 + 4 = 11

Try S=2 → 20 → 76 → 76/8 = 9.5 not integer
S=6 → 60 → 36 → 36/8 = 4.5
Only S=4, L=7 works.

Answer: 11 cartons

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6) A frog fell into a hole that was 14½ feet deep. He could jump 3 feet, but he slid back a foot each time he jumped. How many jumps does it take him to get out of the hole?

Solution: 7 jumps

Each jump net gain = 3 - 1 = 2 feet, except the last jump when he doesn’t slide back.

So after 6 jumps: 6 × 2 = 12 feet up → still 2.5 feet to go.

On the 7th jump, he jumps 3 feet → from 12 ft to 15 ft → which is above 14.5 ft → he gets out!

He doesn’t slide back because he’s already out.

Answer: 7 jumps

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7) A boy is twice as old as his sister, and half as old as their father. In 50 years, his sister will be half as old as their father. How old is the boy now?

Solution: 50 years old

Let:
- Boy = B
- Sister = S → B = 2S → S = B/2
- Father = F → B = F/2 → F = 2B

In 50 years:
- Sister = S + 50 = B/2 + 50
- Father = F + 50 = 2B + 50

Given: Sister will be half as old as father →
B/2 + 50 = (1/2)(2B + 50)

Solve:

Left: B/2 + 50
Right: (2B + 50)/2 = B + 25

So:
B/2 + 50 = B + 25
→ 50 - 25 = B - B/2
→ 25 = B/2
B = 50

Boy is 50 years old now

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8) How is the moon like a dollar?

Solution: They both have 4 quarters.

> *The moon has 4 phases (quarter moon, full moon, etc.) — but more cleverly, “quarters” refers to 25-cent coins. A dollar = 4 quarters. The moon is sometimes called a “quarter moon” during its phases — so it’s a pun!*

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9) It happens once in a minute, twice in a week, and once in a year. What is it?

Solution: The letter “e”

Check:
- Minute → has one “e”
- Week → has two “e”s (w-e-e-k)
- Year → has one “e”

Answer: The letter “e”

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## Final Answers Summary:

1. Use 3-gal and 5-gal containers to leave 1 gal in the 3-gal.
2. 5 socks
3. Fold it in half
4. All months
5. 11 cartons
6. 7 jumps
7. 50 years old
8. They both have 4 quarters
9. The letter “e”

Let me know if you’d like diagrams or deeper explanations for any!
Parent Tip: Review the logic above to help your child master the concept of math puzzle worksheet high school.
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