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Conditional Age Puzzle Beginner-Intermediate Worksheet: Focus on common variations practice Conditional Age Puzzle BEGINNER INTERMEDIATE

Level up your Conditional Age Puzzle skills! You're at Worksheet 4 of 10 (33% through this series). This step-up challenge worksheet features 20 beginner-intermediate-level problems with a focus on common variations practice. Topics covered: conditional age puzzle for competitive exams, how to solve conditional age puzzle, conditional age puzzle tricks.

📝 Worksheet 4 of 10 • 20 questions • ⏱️ Estimated time: 20 minutes • 🎯 Beginner Intermediate level

What you'll learn in this worksheet:
Your progress through Conditional Age Puzzle
Worksheet 4 of 10 (33% complete)

Question 1

If Ellie were 4 years younger, she would be 1/3 of Yamini's age 5 years from now. If Ellie is 18 years younger than Yamini, find Ellie's present age.
Let Yamini = 36, then Ellie = 18
Check: (18 - 4) = 1/3 × (36 + 5)
14 = 1/3 × 41 ✓

Question 2

If Vinay were 8 years younger, she would be 2/3 of Kaushal's age 7 years from now. If Vinay is 21 years younger than Kaushal, find Vinay's present age.
Let Kaushal = 69, then Vinay = 48
Check: (48 - 8) = 2/3 × (69 + 7)
40 = 2/3 × 76 ✓

Question 3

If Gianna were 8 years younger, she would be 2/3 of Evelyn's age 7 years from now. If Gianna is 21 years younger than Evelyn, find Gianna's present age.
Let Evelyn = 69, then Gianna = 48
Check: (48 - 8) = 2/3 × (69 + 7)
40 = 2/3 × 76 ✓

Question 4

If Milind were 6 years younger, she would be 3/5 of Indira's age 8 years from now. If Milind is 18 years younger than Indira, find Milind's present age.
Let Indira = 54, then Milind = 36
Check: (36 - 6) = 3/5 × (54 + 8)
30 = 3/5 × 62 ✓

Question 5

If Harsha were 7 years younger, she would be 2/7 of Nitin's age 8 years from now. If Harsha is 37 years younger than Nitin, find Harsha's present age.
Let Nitin = 65, then Harsha = 28
Check: (28 - 7) = 2/7 × (65 + 8)
21 = 2/7 × 73 ✓

Question 6

If Gautam were 6 years younger, she would be 5/12 of Yamini's age 7 years from now. If Gautam is 24 years younger than Yamini, find Gautam's present age.
Let Yamini = 54, then Gautam = 30
Check: (30 - 6) = 5/12 × (54 + 7)
24 = 5/12 × 61 ✓

Question 7

If Vandana were 4 years younger, she would be 3/4 of Arun's age 5 years from now. If Vandana is 8 years younger than Arun, find Vandana's present age.
Let Arun = 32, then Vandana = 24
Check: (24 - 4) = 3/4 × (32 + 5)
20 = 3/4 × 37 ✓

Question 8

If Veena were 7 years younger, she would be 3/5 of Autumn's age 9 years from now. If Veena is 21 years younger than Autumn, find Veena's present age.
Let Autumn = 63, then Veena = 42
Check: (42 - 7) = 3/5 × (63 + 9)
35 = 3/5 × 72 ✓

Question 9

If Ria were 7 years younger, she would be 2/7 of Karan's age 8 years from now. If Ria is 37 years younger than Karan, find Ria's present age.
Let Karan = 65, then Ria = 28
Check: (28 - 7) = 2/7 × (65 + 8)
21 = 2/7 × 73 ✓

Question 10

If Tanu were 5 years younger, she would be 3/4 of Shanti's age 4 years from now. If Tanu is 10 years younger than Shanti, find Tanu's present age.
Let Shanti = 40, then Tanu = 30
Check: (30 - 5) = 3/4 × (40 + 4)
25 = 3/4 × 44 ✓

Question 11

If Balram were 6 years younger, she would be 1/2 of Saloni's age 4 years from now. If Balram is 20 years younger than Saloni, find Balram's present age.
Let Saloni = 44, then Balram = 24
Check: (24 - 6) = 1/2 × (44 + 4)
18 = 1/2 × 48 ✓

Question 12

If Nolan were 9 years younger, she would be 2/7 of Sasha's age 10 years from now. If Nolan is 47 years younger than Sasha, find Nolan's present age.
Let Sasha = 83, then Nolan = 36
Check: (36 - 9) = 2/7 × (83 + 10)
27 = 2/7 × 93 ✓

Question 13

If Bina were 4 years younger, she would be 2/5 of Abel's age 5 years from now. If Bina is 16 years younger than Abel, find Bina's present age.
Let Abel = 36, then Bina = 20
Check: (20 - 4) = 2/5 × (36 + 5)
16 = 2/5 × 41 ✓

Question 14

If Utkarsh were 9 years younger, she would be 3/4 of Dev's age 6 years from now. If Utkarsh is 18 years younger than Dev, find Utkarsh's present age.
Let Dev = 72, then Utkarsh = 54
Check: (54 - 9) = 3/4 × (72 + 6)
45 = 3/4 × 78 ✓

Question 15

If Sanyam were 6 years younger, she would be 1/3 of Lars's age 7 years from now. If Sanyam is 28 years younger than Lars, find Sanyam's present age.
Let Lars = 54, then Sanyam = 26
Check: (26 - 6) = 1/3 × (54 + 7)
20 = 1/3 × 61 ✓

Question 16

If Andrew were 4 years younger, she would be 3/4 of Prateek's age 5 years from now. If Andrew is 8 years younger than Prateek, find Andrew's present age.
Let Prateek = 32, then Andrew = 24
Check: (24 - 4) = 3/4 × (32 + 5)
20 = 3/4 × 37 ✓

Question 17

If Phalguni were 7 years younger, she would be 2/5 of Manju's age 8 years from now. If Phalguni is 28 years younger than Manju, find Phalguni's present age.
Let Manju = 63, then Phalguni = 35
Check: (35 - 7) = 2/5 × (63 + 8)
28 = 2/5 × 71 ✓

Question 18

If Sahil were 6 years younger, she would be 3/8 of Soren's age 7 years from now. If Sahil is 27 years younger than Soren, find Sahil's present age.
Let Soren = 57, then Sahil = 30
Check: (30 - 6) = 3/8 × (57 + 7)
24 = 3/8 × 64 ✓

Question 19

If Ojas were 6 years younger, she would be 3/4 of Alice's age 6 years from now. If Ojas is 12 years younger than Alice, find Ojas's present age.
Let Alice = 48, then Ojas = 36
Check: (36 - 6) = 3/4 × (48 + 6)
30 = 3/4 × 54 ✓

Question 20

If Sagar were 6 years younger, she would be 2/3 of Madeline's age 5 years from now. If Sagar is 15 years younger than Madeline, find Sagar's present age.
Let Madeline = 51, then Sagar = 36
Check: (36 - 6) = 2/3 × (51 + 5)
30 = 2/3 × 56 ✓
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