A father is three times as old as his son. The sum of their ages is 52.Find their ages
Answers
Answered by
44
let age of son=A,
then
father's age=3A,
now according to the question, we have
3A+A=52,
4A=52,
then
A=52/4=13,
therefore
son's age = 13 yrs,
father's age=3×13=39 yrs
then
father's age=3A,
now according to the question, we have
3A+A=52,
4A=52,
then
A=52/4=13,
therefore
son's age = 13 yrs,
father's age=3×13=39 yrs
Answered by
13
Let the present age of father be x yrs
And present age of son be y yrs
According to question
x = 3y ------------------(i)
x+y = 52 -----------------(ii)
Substituting the value of x from i into ii
3y+y = 52
=> 4y = 52
=> y = 13 yrs
x = 3y
= 3x13
= 39 yrs
Therefore the present age of father is 39 years and present age of son is 13 years.
And present age of son be y yrs
According to question
x = 3y ------------------(i)
x+y = 52 -----------------(ii)
Substituting the value of x from i into ii
3y+y = 52
=> 4y = 52
=> y = 13 yrs
x = 3y
= 3x13
= 39 yrs
Therefore the present age of father is 39 years and present age of son is 13 years.
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