Question

Ricky is half the age of her mother Sharon. If Ricky's present age is x years find their ages after 4 years.

Answer 1

AnswEr:-

Age of Ricky after 4 years = (x + 4) years

Age of her mother after 4 years = (2x + 4) years.

Step-by-step explanation:

☯Given :-

• Ricky's present age = 1/2 of her mother's age.
• Ricky's present age = x years.

☯To find :-

• Ages of them after 4 years = ?

As present age of Ricky is x years.

ATQ:-

⇒ x = 1/2 of Mother's age.

⇒ Mother's age = 2x years.

Now,

Age of Ricky after 4 years will be :-

• Present age + 4

•°• Age of Ricky = (x + 4) years.

Again,

Age of his mother after 4 years will be:-

• Present age + 4

•°•Age of Sharon after 4 years =(2x + 4)years.

Therefore,ages of them after 4 years will be (x + 4) & (2x + 4) years respectively.

Answer 2

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