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Fractional Ratio - Absolute-Beginner Level: core concept mastery Fractional Ratio ABSOLUTE BEGINNER

This skill primer 🌟 worksheet focuses on Fractional Ratio - a key topic in Age Based Puzzles. You'll solve 20 absolute-beginner-level problems (Worksheet 1 of 10). The primary focus is on core concept mastery. Master fractional ratio problems, fractional ratio reasoning questions, and fractional ratio practice through systematic practice.

📝 Worksheet 1 of 10 • 20 questions • ⏱️ Estimated time: 20 minutes • 🎯 Absolute Beginner level

What you'll learn in this worksheet:
Your progress through Fractional Ratio
Worksheet 1 of 10 (0% complete)

Question 1

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

Question 2

Evan is 3/5 of Elias's age. After 15 years, Evan will be 2/3 of Elias's age. Find Evan's present age.
Let Elias = x, then Evan = 3/5x
After 15 years: 3/5x + 15 = 2/3(x + 15)
Solving gives x = 75, so Evan = 45

Question 3

Adam is 5/16 of Zoey's age. After 32 years, Adam will be 3/10 of Zoey's age. Find Adam's present age.
Let Zoey = x, then Adam = 5/16x
After 32 years: 5/16x + 32 = 3/10(x + 32)
Solving gives x = 128, so Adam = 40

Question 4

Andre is 3/5 of Nova's age. After 15 years, Andre will be 2/3 of Nova's age. Find Andre's present age.
Let Nova = x, then Andre = 3/5x
After 15 years: 3/5x + 15 = 2/3(x + 15)
Solving gives x = 75, so Andre = 45

Question 5

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

Question 6

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

Question 7

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

Question 8

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

Question 9

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

Question 10

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

Question 11

Manish is 3/10 of Beatrice's age. After 20 years, Manish will be 1/4 of Beatrice's age. Find Manish's present age.
Let Beatrice = x, then Manish = 3/10x
After 20 years: 3/10x + 20 = 1/4(x + 20)
Solving gives x = 60, so Manish = 18

Question 12

Babita is 4/9 of Robert's age. After 18 years, Babita will be 2/3 of Robert's age. Find Babita's present age.
Let Robert = x, then Babita = 4/9x
After 18 years: 4/9x + 18 = 2/3(x + 18)
Solving gives x = 81, so Babita = 36

Question 13

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

Question 14

Akash is 5/16 of Naomi's age. After 32 years, Akash will be 3/10 of Naomi's age. Find Akash's present age.
Let Naomi = x, then Akash = 5/16x
After 32 years: 5/16x + 32 = 3/10(x + 32)
Solving gives x = 128, so Akash = 40

Question 15

Kenji is 5/14 of Nandini's age. After 28 years, Kenji will be 2/7 of Nandini's age. Find Kenji's present age.
Let Nandini = x, then Kenji = 5/14x
After 28 years: 5/14x + 28 = 2/7(x + 28)
Solving gives x = 84, so Kenji = 30

Question 16

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

Question 17

Sharad is 1/3 of Ivan's age. After 4 years, Sharad will be 1/2 of Ivan's age. Find Sharad's present age.
Let Ivan = x, then Sharad = 1/3x
After 4 years: 1/3x + 4 = 1/2(x + 4)
Solving gives x = 24, so Sharad = 8

Question 18

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

Question 19

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

Question 20

Milind is 3/11 of Dylan's age. After 22 years, Milind will be 2/7 of Dylan's age. Find Milind's present age.
Let Dylan = x, then Milind = 3/11x
After 22 years: 3/11x + 22 = 2/7(x + 22)
Solving gives x = 110, so Milind = 30
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