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Ratio Future: Worksheet 6 - Intermediate-Advanced Practice Ratio Future INTERMEDIATE ADVANCED

Ready to master Ratio Future? This timed practice ⚡ worksheet (6/10) presents 20 intermediate-advanced-level challenges. Focus area: speed building. Learn to solve ratio future tricks, handle ratio future shortcut methods, and perfect ratio future bank exam questions with our step-by-step solutions.

📝 Worksheet 6 of 10 • 20 questions • ⏱️ Estimated time: 20 minutes • 🎯 Intermediate Advanced level

What you'll learn in this worksheet:
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Worksheet 6 of 10 (55% complete)

Question 1

The ratio of Gael's age to Ira's age is 2:9. After 26 years, the ratio will become 3:13. Find Gael's present age.
Let Gael = 2k, Ira = 9k
After 26 years: (2k+26)/(9k+26) = 3/13
Solving gives k = 12, so Gael = 24

Question 2

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

Question 3

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

Question 4

The ratio of Suman's age to Lillian's age is 4:13. After 32 years, the ratio will become 5:16. Find Suman's present age.
Let Suman = 4k, Lillian = 13k
After 32 years: (4k+32)/(13k+32) = 5/16
Solving gives k = 12, so Suman = 48

Question 5

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

Question 6

The ratio of Akshay's age to Shalini's age is 2:11. After 32 years, the ratio will become 3:16. Find Akshay's present age.
Let Akshay = 2k, Shalini = 11k
After 32 years: (2k+32)/(11k+32) = 3/16
Solving gives k = 15, so Akshay = 30

Question 7

The ratio of Tucker's age to Charlotte's age is 4:5. After 10 years, the ratio will become 5:6. Find Tucker's present age.
Let Tucker = 4k, Charlotte = 5k
After 10 years: (4k+10)/(5k+10) = 5/6
Solving gives k = 10, so Tucker = 40

Question 8

The ratio of Peyton's age to Tanmay's age is 4:9. After 18 years, the ratio will become 5:11. Find Peyton's present age.
Let Peyton = 4k, Tanmay = 9k
After 18 years: (4k+18)/(9k+18) = 5/11
Solving gives k = 9, so Peyton = 36

Question 9

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

Question 10

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

Question 11

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

Question 12

The ratio of Saloni's age to Tanu's age is 1:3. After 4 years, the ratio will become 1:2. Find Saloni's present age.
Let Saloni = 1k, Tanu = 3k
After 4 years: (1k+4)/(3k+4) = 1/2
Solving gives k = 8, so Saloni = 8

Question 13

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

Question 14

The ratio of Urvi's age to Rohan's age is 2:7. After 20 years, the ratio will become 3:10. Find Urvi's present age.
Let Urvi = 2k, Rohan = 7k
After 20 years: (2k+20)/(7k+20) = 3/10
Solving gives k = 9, so Urvi = 18

Question 15

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

Question 16

The ratio of Rajat's age to Olivia's age is 3:5. After 12 years, the ratio will become 5:8. Find Rajat's present age.
Let Rajat = 3k, Olivia = 5k
After 12 years: (3k+12)/(5k+12) = 5/8
Solving gives k = 12, so Rajat = 36

Question 17

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

Question 18

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

Question 19

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

Question 20

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