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Age-Based Puzzles - Intermediate-Advanced Level: family ages INTERMEDIATE-ADVANCED

Ready to master age-based puzzles? This time-bound test features 20 intermediate-advanced-level challenges. Worksheet 22 of 30 sharpens your family ages skills. Master age comparison, age puzzles, relative ages through guided practice. Perfect for advanced developing test preparation.

📝 Worksheet 22 of 30 • 20 questions • ⏱️ Estimated time: 20 minutes • 🎯 Intermediate-advanced level

What you'll learn in this worksheet:
Your progress through Age-Based Puzzles
Worksheet 22 of 30 (73% complete)

Question 1

Ranveer is 22 years old in 2020. In what year was Ranveer born?
2020 - 22 = 1998
year_birth

Question 2

The sum of ages of Bentley, Shiva, and Dinesh is 35. Their ages are in the ratio 3:3:1. How old is Bentley?
Sum of ratios = 3 + 3 + 1 = 7
Each unit = 35 ÷ 7 = 5
Bentley's ratio = 3
Age = 3 × 5 = 15
sum, ratio

Question 3

If Stefan were 7 years younger, she would be 2/5 of Lakshmi's age 5 years from now. If Stefan is 7 years younger than Lakshmi, find Stefan's present age.
Let Lakshmi = 35, then Stefan = 28
Check: (28 - 7) = 2/5 × (35 + 5)
21 = 2/5 × 40 ✓
conditional

Question 4

Gabriella is twice as old as Emily was when Harish was as old as Gabriella is now. If Harish is currently 30 years old, find Gabriella's age.
When Harish was 36 years old, that was 6 years ago
At that time, Emily was 18
Now Gabriella = 2 × 18 = 36 ✓
cross

Question 5

The average age of 5 people is 29. If Oscar (age 50) leaves and a new person joins, the average becomes 29. Find the age of the new person.
Initial total = 29 × 5 = 145
After Oscar leaves: 145 - 50 = 95
New total = 29 × 5 = 145
New person's age = 145 - (95) = 50
average

Question 6

Currently, Durga is 2/5 of Nisha's age. After 10 years, Durga will be 1/2 of Nisha's age. Find Durga's present age.
Let Nisha = x, then Durga = 2/5x
After 10 years: 2/5x + 10 = 1/2(x + 10)
Solving gives x = 50, so Durga = 20
fraction, time-change

Question 7

Jaxson is 2 times as old as Omkar. 4 years ago, the sum of their ages was 40. How old is Omkar now?
Let Omkar = x, then Jaxson = 2x
4 years ago: (2x - 4) + (x - 4) = 40
(2+1)x - 8 = 40
(3)x = 48
x = 16
ratio_sum

Question 8

Tournament participants: Lars, Sameer, Nimesh, Mayank Given the following clues: 1. Lars is younger than Sameer 2. Sameer is younger than Nimesh 3. Nimesh is younger than Mayank 4. Each person is exactly 4 years older than the person immediately younger than them. 5. Lars is 19 years old. Determine Nimesh's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Lars → Sameer → Nimesh → Mayank

Step 2: From clue 4, each consecutive person differs by exactly 4 years.
So if youngest = x, then: Lars=x, Sameer=x+4, Nimesh=x+8, Mayank=x+12

Step 3: From clue 5, Lars (the 1st (youngest)) = 19
Therefore, x + 0 = 19
Solving: x = 19 - 0 = 19

Step 4: All ages are:
• Lars = 19
• Sameer = 23
• Nimesh = 27
• Mayank = 31

Step 5: Nimesh is the 3rd.
Therefore, Nimesh = 27
ranking

Question 9

The difference between Yara and Angel's ages is 58 years. In 6 years, Yara's age will be 3 times Angel's age. How old is Yara now?
Let Angel = x = 23
Then Yara = x + 58 = 23 + 58 = 81
Check: In 6 years, Yara+6 = 87
3 × (Angel+6) = 3 × 29 = 87 ✓
diff_mult

Question 10

Jordan is 34 years old and Yamini is 28 years old. What will be their combined age after 4 years?
Jordan will be 34 + 4 = 38
Yamini will be 28 + 4 = 32
Combined = 38 + 32 = 70
future_past

Question 11

Jitendra is 37 years older than Saachi and is now 45 years old. How old was Jitendra 14 years ago?
Current age of Jitendra = 45
14 years ago = 45 - 14 = 31
reverse

Question 12

If Urvashi were 12 years younger, she would be 5/14 of Harsh's age 8 years from now. If Urvashi is 12 years younger than Harsh, find Urvashi's present age.
Let Harsh = 60, then Urvashi = 48
Check: (48 - 12) = 5/14 × (60 + 8)
36 = 5/14 × 68 ✓
conditional

Question 13

The difference between Drishti and Jude's ages is 50 years. In 4 years, Drishti's age will be 3 times Jude's age. How old is Drishti now?
Let Jude = x = 21
Then Drishti = x + 50 = 21 + 50 = 71
Check: In 4 years, Drishti+4 = 75
3 × (Jude+4) = 3 × 25 = 75 ✓
diff_mult

Question 14

If Amrita were 8 years younger, she would be 3/4 of Manjari's age 7 years from now. If Amrita is 16 years younger than Manjari, find Amrita's present age.
Let Manjari = 64, then Amrita = 48
Check: (48 - 8) = 3/4 × (64 + 7)
40 = 3/4 × 71 ✓
conditional, fraction

Question 15

Rajiv is half as old as Oscar was when Rajiv was 11 years old. If Oscar is now 28 years old, find Rajiv's current age.
When Rajiv was 11 years old, that was 12 years ago
At that time, Oscar was 28 - 12 = 16 years old
Now Rajiv is half of 16
Therefore, Rajiv's current age = 16 ÷ 2 = 8
logic_ratio

Question 16

Tournament participants: Tyler, Sagar, Max, Manju Given the following clues: 1. Tyler is younger than Sagar 2. Sagar is younger than Max 3. Max is younger than Manju 4. Each person is exactly 3 years older than the person immediately younger than them. 5. Manju is 25 years old. Determine Sagar's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Tyler → Sagar → Max → Manju

Step 2: From clue 4, each consecutive person differs by exactly 3 years.
So if youngest = x, then: Tyler=x, Sagar=x+3, Max=x+6, Manju=x+9

Step 3: From clue 5, Manju (the 4th (oldest)) = 25
Therefore, x + 9 = 25
Solving: x = 25 - 9 = 16

Step 4: All ages are:
• Tyler = 16
• Sagar = 19
• Max = 22
• Manju = 25

Step 5: Sagar is the 2nd.
Therefore, Sagar = 19
ranking

Question 17

Lucas is twice as old as Ariana was 8 years ago. The difference between their ages is 9 years. How old is Lucas?
Let Ariana's current age = x
Then 8 years ago, Ariana was (x - 8)
Lucas = 2(x - 8) = 2x - 16
Difference: Lucas - x = (2x - 16) - x = x - 16
Given difference = 9
So x - 16 = 9 → x = 25 = 25
Then Lucas = 2(25 - 8) = 34
2eq

Question 18

Currently, Hannah is 2/3 of Aubrey's age. After 12 years, Hannah will be 3/4 of Aubrey's age. Find Hannah's present age.
Let Aubrey = x, then Hannah = 2/3x
After 12 years: 2/3x + 12 = 3/4(x + 12)
Solving gives x = 36, so Hannah = 24
fraction, time-change

Question 19

The sum of ages of Ankur, Kaylee, and Gabriella is 42. Their ages are in the ratio 1:4:1. How old is Ankur?
Sum of ratios = 1 + 4 + 1 = 6
Each unit = 42 ÷ 6 = 7
Ankur's ratio = 1
Age = 1 × 7 = 7
sum, ratio

Question 20

The average age of a family of 7 members (Satish, Shikha, Delilah, Adam, Kabir, Lisa, Priyanka) is 23.6 years. If Priyanka (age 9) leaves the family, what will be the new average age?
Total age = 23.6 × 7 = 165
After Priyanka leaves: 165 - 9 = 156
New average = 156 ÷ 6 = 26
average, removal
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