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Fractional Ratio: Worksheet 10 - Expert Practice Fractional Ratio EXPERT

Ready to master Fractional Ratio? This accuracy focus 👑 worksheet (10/10) presents 20 expert-level challenges. Focus area: application-based learning. Learn to solve fractional ratio reasoning tricks, handle fast fractional ratio solving, and perfect fractional ratio mastery with our step-by-step solutions.

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

What you'll learn in this worksheet:
Your progress through Fractional Ratio
Worksheet 10 of 10 (100% complete)

Question 1

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

Question 2

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

Question 3

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

Question 4

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

Question 5

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

Question 6

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

Question 7

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

Question 8

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

Question 9

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

Question 10

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

Question 11

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

Question 12

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

Question 13

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

Question 14

Prashant is 3/8 of Jude's age. After 16 years, Prashant will be 1/2 of Jude's age. Find Prashant's present age.
Let Jude = x, then Prashant = 3/8x
After 16 years: 3/8x + 16 = 1/2(x + 16)
Solving gives x = 64, so Prashant = 24

Question 15

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

Question 16

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

Question 17

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

Question 18

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

Question 19

Sanjana is 1/2 of Jaxson's age. After 6 years, Sanjana will be 2/3 of Jaxson's age. Find Sanjana's present age.
Let Jaxson = x, then Sanjana = 1/2x
After 6 years: 1/2x + 6 = 2/3(x + 6)
Solving gives x = 24, so Sanjana = 12

Question 20

Aurora is 4/11 of Simran's age. After 22 years, Aurora will be 2/5 of Simran's age. Find Aurora's present age.
Let Simran = x, then Aurora = 4/11x
After 22 years: 4/11x + 22 = 2/5(x + 22)
Solving gives x = 88, so Aurora = 32
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