Question

the sum of ages of father and his son is 45 year. five years ago, the product of their ages (in year) was 124. find there present ages.​

Answer 1

Step-by-step explanation:

Let the age of the son is x

then, the age of his father = 45-x

according to the question,

(x-5)×(45-x)=124

=> 45x-225-x^2+5x=124

=> x^2-40x-124+225=0

=> x^2-40x+105=0

=> x= 313

=> son's age =313

and given that sum of ages of both is 45 year, which is not possible. So, the question is wrong.

Thank you

Answer 2

Answer:

Hello your answer is-

Let father's age be' x'

therefore son's age =45-x

After five years,

(X+5) ×(45-X)=124

45x-225-5x-xSq. =124

Xsq. +40x-225=124

X×X+45X-5X+225=124

X(X+45)-5(x+45)=124

(x-5)

Step-by-step explanation:

Sorry it's wrong.