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Master Multi-Stage Age (Phased) - Beginner Level Problems Multi-Stage Age (Phased) BEGINNER

Excel in competitive exams with this skill builder ⚡ worksheet on Multi-Stage Age (Phased). Worksheet 3 of 10 contains 20 beginner-level problems. Target your step-by-step problem solving skills while practicing multi-stage age (phased) practice, multi-stage age (phased) for competitive exams, and how to solve multi-stage age (phased).

📝 Worksheet 3 of 10 • 20 questions • ⏱️ Estimated time: 20 minutes • 🎯 Beginner level

What you'll learn in this worksheet:
Your progress through Multi-Stage Age (Phased)
Worksheet 3 of 10 (22% complete)

Question 1

A is 2 years younger than B. The sum of their ages after 3 years will be 54. Find A's present age.
Let A=23, B=25. After 3 years: A=26, B=28, sum=54. Therefore A = 23

Question 2

A is 12 years younger than B. The sum of their ages after 6 years will be 50. Find A's present age.
Let A=13, B=25. After 6 years: A=19, B=31, sum=50. Therefore A = 13

Question 3

A is 11 years younger than B. The sum of their ages after 4 years will be 55. Find A's present age.
Let A=18, B=29. After 4 years: A=22, B=33, sum=55. Therefore A = 18

Question 4

A is 7 years younger than B. The sum of their ages after 3 years will be 43. Find A's present age.
Let A=15, B=22. After 3 years: A=18, B=25, sum=43. Therefore A = 15

Question 5

A is 3 years older than B. The sum of their ages after 3 years will be 61. Find A's present age.
Let A=29, B=26. After 3 years: A=32, B=29, sum=61. Therefore A = 29

Question 6

A is 6 years younger than B. The sum of their ages after 7 years will be 64. Find A's present age.
Let A=22, B=28. After 7 years: A=29, B=35, sum=64. Therefore A = 22

Question 7

A is 2 years older than B. The sum of their ages after 3 years will be 52. Find A's present age.
Let A=24, B=22. After 3 years: A=27, B=25, sum=52. Therefore A = 24

Question 8

A is 2 years older than B. The sum of their ages after 3 years will be 40. Find A's present age.
Let A=18, B=16. After 3 years: A=21, B=19, sum=40. Therefore A = 18

Question 9

A is 2 years younger than B. The sum of their ages after 7 years will be 56. Find A's present age.
Let A=20, B=22. After 7 years: A=27, B=29, sum=56. Therefore A = 20

Question 10

A is 8 years younger than B. The sum of their ages after 7 years will be 52. Find A's present age.
Let A=15, B=23. After 7 years: A=22, B=30, sum=52. Therefore A = 15

Question 11

A is 2 years older than B. The sum of their ages after 5 years will be 36. Find A's present age.
Let A=14, B=12. After 5 years: A=19, B=17, sum=36. Therefore A = 14

Question 12

A is 10 years younger than B. The sum of their ages after 3 years will be 42. Find A's present age.
Let A=13, B=23. After 3 years: A=16, B=26, sum=42. Therefore A = 13

Question 13

A is 3 years older than B. The sum of their ages after 8 years will be 61. Find A's present age.
Let A=24, B=21. After 8 years: A=32, B=29, sum=61. Therefore A = 24

Question 14

A is 1 years younger than B. The sum of their ages after 4 years will be 65. Find A's present age.
Let A=28, B=29. After 4 years: A=32, B=33, sum=65. Therefore A = 28

Question 15

A is 11 years older than B. The sum of their ages after 8 years will be 61. Find A's present age.
Let A=28, B=17. After 8 years: A=36, B=25, sum=61. Therefore A = 28

Question 16

A is 2 years older than B. The sum of their ages after 7 years will be 60. Find A's present age.
Let A=24, B=22. After 7 years: A=31, B=29, sum=60. Therefore A = 24

Question 17

A is 6 years older than B. The sum of their ages after 7 years will be 60. Find A's present age.
Let A=26, B=20. After 7 years: A=33, B=27, sum=60. Therefore A = 26

Question 18

A is 1 years older than B. The sum of their ages after 8 years will be 59. Find A's present age.
Let A=22, B=21. After 8 years: A=30, B=29, sum=59. Therefore A = 22

Question 19

A is 6 years younger than B. The sum of their ages after 6 years will be 44. Find A's present age.
Let A=13, B=19. After 6 years: A=19, B=25, sum=44. Therefore A = 13

Question 20

A is 10 years older than B. The sum of their ages after 6 years will be 52. Find A's present age.
Let A=25, B=15. After 6 years: A=31, B=21, sum=52. Therefore A = 25
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