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Ratio Change Two Points Advanced Worksheet: Focus on exam-oriented approach Ratio Change Two Points ADVANCED

Level up your Ratio Change Two Points skills! You're at Worksheet 8 of 10 (77% through this series). This exam hall simulation worksheet features 20 advanced-level problems with a focus on exam-oriented approach. Topics covered: ratio change two points bank exam questions, ratio change two points ssc cgl, ratio change two points reasoning tricks.

📝 Worksheet 8 of 10 • 20 questions • ⏱️ Estimated time: 20 minutes • 🎯 Advanced level

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Worksheet 8 of 10 (77% complete)

Question 1

9 years ago, the ratio of Kishore's age to Nidhi's age was 3:8. 18 years from now, the ratio will be 4:11. Find Kishore's present age.
Let Kishore's present age = x, Nidhi's present age = y
9 years ago: (x-9)/(y-9) = 3/8
18 years from now: (x+18)/(y+18) = 4/11
Solving these equations gives x = 27, y = 72

Question 2

6 years ago, the ratio of Shobhit's age to Madelyn's age was 2:3. 12 years from now, the ratio will be 3:4. Find Shobhit's present age.
Let Shobhit's present age = x, Madelyn's present age = y
6 years ago: (x-6)/(y-6) = 2/3
12 years from now: (x+12)/(y+12) = 3/4
Solving these equations gives x = 18, y = 27

Question 3

12 years ago, the ratio of Alexander's age to Pooja's age was 4:9. 24 years from now, the ratio will be 5:12. Find Alexander's present age.
Let Alexander's present age = x, Pooja's present age = y
12 years ago: (x-12)/(y-12) = 4/9
24 years from now: (x+24)/(y+24) = 5/12
Solving these equations gives x = 36, y = 108

Question 4

6 years ago, the ratio of Enzo's age to Thomas's age was 3:5. 12 years from now, the ratio will be 2:3. Find Enzo's present age.
Let Enzo's present age = x, Thomas's present age = y
6 years ago: (x-6)/(y-6) = 3/5
12 years from now: (x+12)/(y+12) = 2/3
Solving these equations gives x = 18, y = 30

Question 5

5 years ago, the ratio of Chitra's age to Colton's age was 1:2. 10 years from now, the ratio will be 3:5. Find Chitra's present age.
Let Chitra's present age = x, Colton's present age = y
5 years ago: (x-5)/(y-5) = 1/2
10 years from now: (x+10)/(y+10) = 3/5
Solving these equations gives x = 10, y = 20

Question 6

12 years ago, the ratio of Ramesh's age to Aria's age was 4:5. 24 years from now, the ratio will be 5:6. Find Ramesh's present age.
Let Ramesh's present age = x, Aria's present age = y
12 years ago: (x-12)/(y-12) = 4/5
24 years from now: (x+24)/(y+24) = 5/6
Solving these equations gives x = 48, y = 60

Question 7

10 years ago, the ratio of Gael's age to Raelynn's age was 2:5. 20 years from now, the ratio will be 3:7. Find Gael's present age.
Let Gael's present age = x, Raelynn's present age = y
10 years ago: (x-10)/(y-10) = 2/5
20 years from now: (x+20)/(y+20) = 3/7
Solving these equations gives x = 30, y = 75

Question 8

12 years ago, the ratio of Peyton's age to Jaya's age was 3:4. 24 years from now, the ratio will be 4:5. Find Peyton's present age.
Let Peyton's present age = x, Jaya's present age = y
12 years ago: (x-12)/(y-12) = 3/4
24 years from now: (x+24)/(y+24) = 4/5
Solving these equations gives x = 36, y = 48

Question 9

4 years ago, the ratio of Lucy's age to Naman's age was 2:3. 8 years from now, the ratio will be 3:4. Find Lucy's present age.
Let Lucy's present age = x, Naman's present age = y
4 years ago: (x-4)/(y-4) = 2/3
8 years from now: (x+8)/(y+8) = 3/4
Solving these equations gives x = 12, y = 18

Question 10

3 years ago, the ratio of Yuvraj's age to Ishan's age was 1:2. 6 years from now, the ratio will be 3:5. Find Yuvraj's present age.
Let Yuvraj's present age = x, Ishan's present age = y
3 years ago: (x-3)/(y-3) = 1/2
6 years from now: (x+6)/(y+6) = 3/5
Solving these equations gives x = 6, y = 12

Question 11

4 years ago, the ratio of Samuel's age to Robert's age was 3:5. 8 years from now, the ratio will be 2:3. Find Samuel's present age.
Let Samuel's present age = x, Robert's present age = y
4 years ago: (x-4)/(y-4) = 3/5
8 years from now: (x+8)/(y+8) = 2/3
Solving these equations gives x = 12, y = 20

Question 12

8 years ago, the ratio of Shivani's age to Aubrey's age was 1:3. 16 years from now, the ratio will be 2:5. Find Shivani's present age.
Let Shivani's present age = x, Aubrey's present age = y
8 years ago: (x-8)/(y-8) = 1/3
16 years from now: (x+16)/(y+16) = 2/5
Solving these equations gives x = 16, y = 48

Question 13

5 years ago, the ratio of Ariana's age to Benjamin's age was 1:2. 10 years from now, the ratio will be 3:5. Find Ariana's present age.
Let Ariana's present age = x, Benjamin's present age = y
5 years ago: (x-5)/(y-5) = 1/2
10 years from now: (x+10)/(y+10) = 3/5
Solving these equations gives x = 10, y = 20

Question 14

5 years ago, the ratio of Sneha's age to Mohit's age was 1:3. 10 years from now, the ratio will be 2:5. Find Sneha's present age.
Let Sneha's present age = x, Mohit's present age = y
5 years ago: (x-5)/(y-5) = 1/3
10 years from now: (x+10)/(y+10) = 2/5
Solving these equations gives x = 10, y = 30

Question 15

8 years ago, the ratio of Emma's age to Ira's age was 1:4. 16 years from now, the ratio will be 2:7. Find Emma's present age.
Let Emma's present age = x, Ira's present age = y
8 years ago: (x-8)/(y-8) = 1/4
16 years from now: (x+16)/(y+16) = 2/7
Solving these equations gives x = 16, y = 64

Question 16

8 years ago, the ratio of Santosh's age to Dylan's age was 2:7. 16 years from now, the ratio will be 3:10. Find Santosh's present age.
Let Santosh's present age = x, Dylan's present age = y
8 years ago: (x-8)/(y-8) = 2/7
16 years from now: (x+16)/(y+16) = 3/10
Solving these equations gives x = 24, y = 84

Question 17

9 years ago, the ratio of Olivia's age to Evan's age was 1:6. 18 years from now, the ratio will be 2:11. Find Olivia's present age.
Let Olivia's present age = x, Evan's present age = y
9 years ago: (x-9)/(y-9) = 1/6
18 years from now: (x+18)/(y+18) = 2/11
Solving these equations gives x = 18, y = 108

Question 18

12 years ago, the ratio of Utkarsh's age to Kumud's age was 2:3. 24 years from now, the ratio will be 3:4. Find Utkarsh's present age.
Let Utkarsh's present age = x, Kumud's present age = y
12 years ago: (x-12)/(y-12) = 2/3
24 years from now: (x+24)/(y+24) = 3/4
Solving these equations gives x = 36, y = 54

Question 19

12 years ago, the ratio of Lucas's age to Alex's age was 4:9. 24 years from now, the ratio will be 5:12. Find Lucas's present age.
Let Lucas's present age = x, Alex's present age = y
12 years ago: (x-12)/(y-12) = 4/9
24 years from now: (x+24)/(y+24) = 5/12
Solving these equations gives x = 36, y = 108

Question 20

8 years ago, the ratio of Dharmesh's age to Nirmala's age was 1:4. 16 years from now, the ratio will be 2:7. Find Dharmesh's present age.
Let Dharmesh's present age = x, Nirmala's present age = y
8 years ago: (x-8)/(y-8) = 1/4
16 years from now: (x+16)/(y+16) = 2/7
Solving these equations gives x = 16, y = 64
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