Math, asked by shaheer5675, 3 months ago

a father and his son decides to sum thier age the sum is equal to sixty years six years from now the son age will be

Answers

Answered by Hrishantsinha

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Step-by-step explanation:

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Answered by Anonymous

Let : -

Present Age of father = x years

Present age of son = y years

Given : -

Sum of present age of father & son = 60 years

6 years ago , age of father = 5 times age of son

To find :-

Age of son after 6 years

Solution :-

Case 1st :-

Sum of present age = 60

x + y = 60 ----(i)

Case 2nd :-

Age of father , 6 year ago = (x-6)

Age of son, 6 year ago = (y-6)

Now , according to question-

age of father = 5 times age of son

=> (x-6) = 5(y-6)

=> x - 6 = 5y - 30

=> x = 5y - 30 + 6

=> x = 5y - 24 ----(ii)

On putting value of x from equation (ii) into equation 1, we get;

(5y-24) + y = 60

=> 6y = 60+24

=> 6y = 84

=> y = 84 ÷ 6

=> y = 14

Now :-

We need to find age of son after 6 years from now

that is , y + 6

Age of son after 6 years from now = 14 + 6

Age of son after 6 years from now = 20 years

ANSWER : 20 years

shaheer5675: how you asume how that son is alive 5 years later

shaheer5675: answer me i set you as brriliant

Anonymous: I didn't get that..

Anonymous: what's your question?

shaheer5675: I say that how you verify that before 6 the son is present or not beacause son have 6year now

shaheer5675: your answer is wrong its gone to 70

Anonymous: Correct question :-

Anonymous: The sum of the present ages of a father and his son is 60 years. Six years ago father's age was five times the age of the son After six years son's age will be-

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