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Ratio Future: Worksheet 2 - Beginner Practice Ratio Future BEGINNER

Ready to master Ratio Future? This entry level practice worksheet (2/10) presents 20 beginner-level challenges. Focus area: pattern recognition. Learn to solve ratio future reasoning questions, handle ratio future practice, and perfect ratio future for competitive exams with our step-by-step solutions.

📝 Worksheet 2 of 10 • 20 questions • ⏱️ Estimated time: 20 minutes • 🎯 Beginner level

What you'll learn in this worksheet:
Your progress through Ratio Future
Worksheet 2 of 10 (11% complete)

Question 1

The ratio of Gauri's age to Suman's age is 2:5. After 10 years, the ratio will become 3:7. Find Gauri's present age.
Let Gauri = 2k, Suman = 5k
After 10 years: (2k+10)/(5k+10) = 3/7
Solving gives k = 10, so Gauri = 20

Question 2

The ratio of John's age to Narendra's age is 3:7. After 14 years, the ratio will become 4:9. Find John's present age.
Let John = 3k, Narendra = 7k
After 14 years: (3k+14)/(7k+14) = 4/9
Solving gives k = 8, so John = 24

Question 3

The ratio of Deepa's age to Dinesh's age is 1:6. After 10 years, the ratio will become 1:5. Find Deepa's present age.
Let Deepa = 1k, Dinesh = 6k
After 10 years: (1k+10)/(6k+10) = 1/5
Solving gives k = 12, so Deepa = 12

Question 4

The ratio of Deepa's age to Dhara's age is 2:3. After 6 years, the ratio will become 3:4. Find Deepa's present age.
Let Deepa = 2k, Dhara = 3k
After 6 years: (2k+6)/(3k+6) = 3/4
Solving gives k = 6, so Deepa = 12

Question 5

The ratio of Divya's age to Eleanor's age is 3:13. After 34 years, the ratio will become 4:17. Find Divya's present age.
Let Divya = 3k, Eleanor = 13k
After 34 years: (3k+34)/(13k+34) = 4/17
Solving gives k = 16, so Divya = 48

Question 6

The ratio of Parvathy's age to John's age is 4:15. After 36 years, the ratio will become 5:18. Find Parvathy's present age.
Let Parvathy = 4k, John = 15k
After 36 years: (4k+36)/(15k+36) = 5/18
Solving gives k = 15, so Parvathy = 60

Question 7

The ratio of Dante's age to Sita's age is 1:5. After 8 years, the ratio will become 1:4. Find Dante's present age.
Let Dante = 1k, Sita = 5k
After 8 years: (1k+8)/(5k+8) = 1/4
Solving gives k = 10, so Dante = 10

Question 8

The ratio of Ujjwal's age to Parul's age is 1:6. After 10 years, the ratio will become 1:5. Find Ujjwal's present age.
Let Ujjwal = 1k, Parul = 6k
After 10 years: (1k+10)/(6k+10) = 1/5
Solving gives k = 12, so Ujjwal = 12

Question 9

The ratio of Tanmay's age to Disha's age is 3:4. After 8 years, the ratio will become 4:5. Find Tanmay's present age.
Let Tanmay = 3k, Disha = 4k
After 8 years: (3k+8)/(4k+8) = 4/5
Solving gives k = 8, so Tanmay = 24

Question 10

The ratio of Muskan's age to Vaibhav's age is 4:15. After 36 years, the ratio will become 5:18. Find Muskan's present age.
Let Muskan = 4k, Vaibhav = 15k
After 36 years: (4k+36)/(15k+36) = 5/18
Solving gives k = 15, so Muskan = 60

Question 11

The ratio of Allison's age to Tucker's age is 1:6. After 10 years, the ratio will become 1:5. Find Allison's present age.
Let Allison = 1k, Tucker = 6k
After 10 years: (1k+10)/(6k+10) = 1/5
Solving gives k = 12, so Allison = 12

Question 12

The ratio of Pooja's age to Joseph's age is 5:9. After 20 years, the ratio will become 6:11. Find Pooja's present age.
Let Pooja = 5k, Joseph = 9k
After 20 years: (5k+20)/(9k+20) = 6/11
Solving gives k = 10, so Pooja = 50

Question 13

The ratio of Silas's age to Vikas's age is 5:11. After 24 years, the ratio will become 6:13. Find Silas's present age.
Let Silas = 5k, Vikas = 11k
After 24 years: (5k+24)/(11k+24) = 6/13
Solving gives k = 12, so Silas = 60

Question 14

The ratio of Marco's age to Ankit's age is 4:11. After 28 years, the ratio will become 5:14. Find Marco's present age.
Let Marco = 4k, Ankit = 11k
After 28 years: (4k+28)/(11k+28) = 5/14
Solving gives k = 10, so Marco = 40

Question 15

The ratio of Prasanna's age to Felix's age is 5:6. After 12 years, the ratio will become 6:7. Find Prasanna's present age.
Let Prasanna = 5k, Felix = 6k
After 12 years: (5k+12)/(6k+12) = 6/7
Solving gives k = 6, so Prasanna = 30

Question 16

The ratio of Eleanor's age to Kamal's age is 2:5. After 10 years, the ratio will become 3:7. Find Eleanor's present age.
Let Eleanor = 2k, Kamal = 5k
After 10 years: (2k+10)/(5k+10) = 3/7
Solving gives k = 10, so Eleanor = 20

Question 17

The ratio of Beatrice's age to Manas's age is 1:5. After 8 years, the ratio will become 1:4. Find Beatrice's present age.
Let Beatrice = 1k, Manas = 5k
After 8 years: (1k+8)/(5k+8) = 1/4
Solving gives k = 10, so Beatrice = 10

Question 18

The ratio of Ian's age to Sangeeta's age is 1:2. After 5 years, the ratio will become 2:3. Find Ian's present age.
Let Ian = 1k, Sangeeta = 2k
After 5 years: (1k+5)/(2k+5) = 2/3
Solving gives k = 10, so Ian = 10

Question 19

The ratio of Calvin's age to Anna's age is 5:9. After 20 years, the ratio will become 6:11. Find Calvin's present age.
Let Calvin = 5k, Anna = 9k
After 20 years: (5k+20)/(9k+20) = 6/11
Solving gives k = 10, so Calvin = 50

Question 20

The ratio of Parul's age to Delilah's age is 5:8. After 16 years, the ratio will become 7:11. Find Parul's present age.
Let Parul = 5k, Delilah = 8k
After 16 years: (5k+16)/(8k+16) = 7/11
Solving gives k = 8, so Parul = 40
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