Age Problems - Beginner-Intermediate Level: age puzzles BEGINNER-INTERMEDIATE

Intensive quick response training ๐ŸŽฏ drill: 20 beginner-intermediate-level age problems questions. Worksheet 10 of 30 hones your age puzzles abilities. Practice past age, future age, age ratios under timed conditions. Best for developing students seeking building on fundamentals with moderate challenges.

๐Ÿ“ Worksheet 10 of 30 โ€ข 20 questions โ€ข โฑ๏ธ Estimated time: 20 minutes โ€ข ๐ŸŽฏ Beginner-intermediate level

What you'll learn in this worksheet:
Your progress through Age Problems
Worksheet 10 of 30 (33% complete)

Question 1

Ages of 5 family members: [13, 40, 19, 16, 23]. If one is picked at random, what is the probability that member is under 18? Give answer as a fraction.
Number under 18: 2, total: 5, prob = 2/5

Question 2

The sum of A and B's ages is 38. Twice A's age minus B's age is 7. Find A's age.
A + B = 38
2A - B = 7
Adding the two equations: (A + B) + (2A - B) = 38 + 7
3A = 45
A = 15
Verification: B = 38 - 15 = 23
2(15) - 23 = 7 = 7 โœ“

Question 3

Ages of 4 people Savannah, Neha, Sarita, Hardik are in AP. Their current sum is 98. After 4 years, sum will be 114. Find the youngest person's age.
In AP, sum increases by 4ร—4=16. Current ages form AP starting with 17.

Question 4

A is 18. What is (A+7) and (2A-4)? What is the value of (A+7)?
A+7=25; 2A-4=32

Question 5

Grandfather is 66 years old, his son is 50 years old, and his grandson is 30 years old. What is the sum of their ages?
Sum = 66 + 50 + 30 = 146

Question 6

A car travels 240 km at 60 km/h. The driver's age is 2 times the travel time in hours. How old is the driver?
Time = Distance/Speed = 240/60 = 4 hours. Driver's age = 4 ร— 2 = 8

Question 7

Statement 1: A is 5 years older than B. Statement 2: B is 13 years old.
B's age is given, so A's age is just B+5.

Question 8

Sum of A and B's ages is 68. After 10 years, A will be 3 times as old as B. What is the maximum possible age of A now?
A + B = 68, (A+10) = 3*(B+10) โ†’ A = 56.0 โ†’ max A = 56

Question 9

The sum of ages of all family members is 76 and their average age is 19. How many members are there in the family?
number = total / average = 76 / 19 = 4

Question 10

Audrey is 20, Daksh is 14. After 6 years, what is the ratio of their ages?
Audrey: Daksh = 26:20, after 6 years.

Question 11

10 years ago, A was half as old as B. In 5 years, what will be the age difference between B and A?
10 years ago: A was 20, B was 30. Check: 20 = ยฝ ร— 30 โœ“
Present ages: A = 30, B = 40
In 5 years: A = 35, B = 45
Age difference = |45 - 35| = 10
(Age difference stays constant over time = B - A = 10)

Question 12

A car travels 220 km at 44 km/h. The driver's age is 4 times the travel time in hours. How old is the driver?
Time = Distance/Speed = 220/44 = 5 hours. Driver's age = 5 ร— 4 = 20

Question 13

People: Shankar, Sandeep, Emmett Clues: Shankar is older than Sandeep. Emmett is the youngest. The sum of their ages is 77.
Deduce from clues and order.

Question 14

Ratio of ages of Miles to Hari is 2:4, and the difference is 12. How old is Hari?
Let Miles = 2x, Hari = 4x
Difference = 4x - 2x = 2x = 12
Therefore x = 12 รท 2 = 6
Hari = 4 ร— 6 = 24

Question 15

Amelia is now 18. How old will Amelia be after 9 years?
Future: 18 + 9 = 27

Question 16

Babita is 19, Nira is 17. After 6 years, what is the ratio of their ages?
Babita: Nira = 25:23, after 6 years.

Question 17

People: Paridhi, Victor, Nikolai Clues: Paridhi is older than Victor. Nikolai is the youngest. The sum of their ages is 63.
Deduce from clues and order.

Question 18

A is 4 years older than B. If B is 6 and A is 4, is the data correct?
If B is 6, A should be 10. But A is 4. Data is inconsistent.

Question 19

Table shows ages: 2020: X=35, Y=33, Z=28 2025: X=40, Y=38, Z=33 How did the ratio of X:Y's ages change from 2020 to 2025?
2020 ratio: 35:33, 2025 ratio: 40:38

Question 20

Kush is now 17. How old will Kush be after 6 years?
Future: 17 + 6 = 23
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