Question
The age of person A (y+3) years
ago and the age of person B (y+4) years from now are in the ratio 2:3. It is also given that: Person A is 5 years younger than person C. Person B is 6 years older than person C. Person C will be 40 years old after 6 years. Find the Value of 'y'Solution
ATQ;
Given: C will be 40 years old after 6 years β C's current age = 40 β 6 = 34 A is 5 years younger than C β A = 34 β 5 = 29 B is 6 years older than C β B = 34 + 6 = 40 A's age (y + 3) years ago = 29 β (y + 3) = 26 β y B's age (y + 4) years from now = 40 + (y + 4) = 44 + y According to the question: (26 β y) / (44 + y) = 2 / 3 3(26 β y) = 2(44 + y) 78 β 3y = 88 + 2y 78 β 88 = 2y + 3y β10 = 5y y = β2
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