Question

The ratio of the presant age of father and his son 3:1. the product of their ages is 507. what will be the ratio of their ages after 7 yrs​

Answer 1

Answer:

➡ x * 3x = 147. ➡ 3x² = 147. ➡ x = 7. Therefore, present age of son = x = 7 years.

Step-by-step explanation:

Answer 2

Question:-

• The ratio of the presant age of father and his son 3:1. the product of their ages is 507. what will be the ratio of their ages after 7 yrs

Answer:-

We are given with a Question to find the ages of a father and his son.

Given:-

• The ratio of ages of father and his son = 3:1

• The Product of their ages = 507

To Find :-

• The present ages of father and his son and their ages after 7 years.

Solution :-

We are given with their ages in ratio the first stelwe should do us to make the ratio as variables.

• Let the age of father = 3x

• Let the age of Son = x

• The product of ages of father and his son = 507

• => 3x*x = 507

• 3x^2 = 507

• x^2 = 507/3

• x^2 = 169

• x = 13

$\sf{ \bold{ \underline{ \star{ \red{The \: Age \: of \: Son = 13 \: and \: Fathers = 13 \times 3 = 39}{} }{} }{} }{} }{}$

★The age of son after 7 years = 13+7 = 20 years

★The age of father after 7 years = 39 +7 = 46 years.