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Master Fractional Ratio - Intermediate-Advanced Level Problems Fractional Ratio INTERMEDIATE ADVANCED

Excel in competitive exams with this self assessment worksheet on Fractional Ratio. Worksheet 7 of 10 contains 20 intermediate-advanced-level problems. Target your accuracy improvement skills while practicing fractional ratio shortcut methods, fractional ratio bank exam questions, and fractional ratio ssc cgl.

📝 Worksheet 7 of 10 • 20 questions • ⏱️ Estimated time: 20 minutes • 🎯 Intermediate Advanced level

What you'll learn in this worksheet:
Your progress through Fractional Ratio
Worksheet 7 of 10 (66% complete)

Question 1

Marcus is 2/11 of Delilah's age. After 22 years, Marcus will be 1/5 of Delilah's age. Find Marcus's present age.
Let Delilah = x, then Marcus = 2/11x
After 22 years: 2/11x + 22 = 1/5(x + 22)
Solving gives x = 66, so Marcus = 12

Question 2

Pranav is 3/7 of Mason's age. After 14 years, Pranav will be 2/5 of Mason's age. Find Pranav's present age.
Let Mason = x, then Pranav = 3/7x
After 14 years: 3/7x + 14 = 2/5(x + 14)
Solving gives x = 56, so Pranav = 24

Question 3

Manan is 1/4 of Kunal's age. After 6 years, Manan will be 1/3 of Kunal's age. Find Manan's present age.
Let Kunal = x, then Manan = 1/4x
After 6 years: 1/4x + 6 = 1/3(x + 6)
Solving gives x = 36, so Manan = 9

Question 4

Lakhvinder is 2/7 of Pawan's age. After 14 years, Lakhvinder will be 1/3 of Pawan's age. Find Lakhvinder's present age.
Let Pawan = x, then Lakhvinder = 2/7x
After 14 years: 2/7x + 14 = 1/3(x + 14)
Solving gives x = 42, so Lakhvinder = 12

Question 5

Aditya is 1/6 of Colton's age. After 10 years, Aditya will be 1/5 of Colton's age. Find Aditya's present age.
Let Colton = x, then Aditya = 1/6x
After 10 years: 1/6x + 10 = 1/5(x + 10)
Solving gives x = 72, so Aditya = 12

Question 6

Anthony is 3/4 of Dhara's age. After 8 years, Anthony will be 4/5 of Dhara's age. Find Anthony's present age.
Let Dhara = x, then Anthony = 3/4x
After 8 years: 3/4x + 8 = 4/5(x + 8)
Solving gives x = 32, so Anthony = 24

Question 7

Meena is 1/4 of Sanjay's age. After 6 years, Meena will be 1/3 of Sanjay's age. Find Meena's present age.
Let Sanjay = x, then Meena = 1/4x
After 6 years: 1/4x + 6 = 1/3(x + 6)
Solving gives x = 36, so Meena = 9

Question 8

Dilip is 2/9 of Vasant's age. After 18 years, Dilip will be 1/4 of Vasant's age. Find Dilip's present age.
Let Vasant = x, then Dilip = 2/9x
After 18 years: 2/9x + 18 = 1/4(x + 18)
Solving gives x = 36, so Dilip = 8

Question 9

Asha is 2/7 of Evelyn's age. After 14 years, Asha will be 1/3 of Evelyn's age. Find Asha's present age.
Let Evelyn = x, then Asha = 2/7x
After 14 years: 2/7x + 14 = 1/3(x + 14)
Solving gives x = 42, so Asha = 12

Question 10

Dhanush is 3/4 of Rishabh's age. After 8 years, Dhanush will be 4/5 of Rishabh's age. Find Dhanush's present age.
Let Rishabh = x, then Dhanush = 3/4x
After 8 years: 3/4x + 8 = 4/5(x + 8)
Solving gives x = 32, so Dhanush = 24

Question 11

Nishant is 4/15 of Omar's age. After 30 years, Nishant will be 3/10 of Omar's age. Find Nishant's present age.
Let Omar = x, then Nishant = 4/15x
After 30 years: 4/15x + 30 = 3/10(x + 30)
Solving gives x = 180, so Nishant = 48

Question 12

Marco is 1/5 of Pallavi's age. After 8 years, Marco will be 1/4 of Pallavi's age. Find Marco's present age.
Let Pallavi = x, then Marco = 1/5x
After 8 years: 1/5x + 8 = 1/4(x + 8)
Solving gives x = 50, so Marco = 10

Question 13

Adrian is 4/13 of Kumud's age. After 26 years, Adrian will be 3/8 of Kumud's age. Find Adrian's present age.
Let Kumud = x, then Adrian = 4/13x
After 26 years: 4/13x + 26 = 3/8(x + 26)
Solving gives x = 130, so Adrian = 40

Question 14

Grace is 2/5 of Ritu's age. After 10 years, Grace will be 1/2 of Ritu's age. Find Grace's present age.
Let Ritu = x, then Grace = 2/5x
After 10 years: 2/5x + 10 = 1/2(x + 10)
Solving gives x = 50, so Grace = 20

Question 15

Hemant is 5/12 of Nishant's age. After 24 years, Hemant will be 1/2 of Nishant's age. Find Hemant's present age.
Let Nishant = x, then Hemant = 5/12x
After 24 years: 5/12x + 24 = 1/2(x + 24)
Solving gives x = 72, so Hemant = 30

Question 16

Olivia is 5/12 of Isaac's age. After 24 years, Olivia will be 1/2 of Isaac's age. Find Olivia's present age.
Let Isaac = x, then Olivia = 5/12x
After 24 years: 5/12x + 24 = 1/2(x + 24)
Solving gives x = 72, so Olivia = 30

Question 17

Aubrey is 5/18 of Kabir's age. After 36 years, Aubrey will be 2/9 of Kabir's age. Find Aubrey's present age.
Let Kabir = x, then Aubrey = 5/18x
After 36 years: 5/18x + 36 = 2/9(x + 36)
Solving gives x = 162, so Aubrey = 36

Question 18

Carmen is 2/3 of Victor's age. After 6 years, Carmen will be 3/4 of Victor's age. Find Carmen's present age.
Let Victor = x, then Carmen = 2/3x
After 6 years: 2/3x + 6 = 3/4(x + 6)
Solving gives x = 18, so Carmen = 12

Question 19

Leah is 2/11 of Clara's age. After 22 years, Leah will be 1/5 of Clara's age. Find Leah's present age.
Let Clara = x, then Leah = 2/11x
After 22 years: 2/11x + 22 = 1/5(x + 22)
Solving gives x = 66, so Leah = 12

Question 20

Samantha is 3/4 of Shiva's age. After 8 years, Samantha will be 4/5 of Shiva's age. Find Samantha's present age.
Let Shiva = x, then Samantha = 3/4x
After 8 years: 3/4x + 8 = 4/5(x + 8)
Solving gives x = 32, so Samantha = 24
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