Question

the sum of Ages of a son and his father is 35 years and product of their ages is 150 years find their ages​

Answer 1

The sum of the ages of a son and his father is 35

x + y = 35

the product of their ages is 150.

xy = 150

x = 150/y

Substitute x = 150/y into

x + y = 35

150/y + y = 35

Common denominator = y

150 + y^2 = 35y

y^2 - 35y + 150 = 0

(y - 5)(y - 30)

Son's age is 5 years old.

The father's age is 30 years old.

Hope this helps.