Take Sarita’s present age to be $y years$ . What will be her age $5 years$ from now?

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Solution

Given, the present age of Sarita $= y years$
After $5 years$ , Sarita's age $= Sarita' s present age + 5$
$= (y + 5) years$
Therefore, after $5 years$ Sarita's age will be $(y + 5) years$ .

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My younger sister's age today is 3 times what it will be 3 years from now minus 3 times what her age was 3 years ago. Find her present age.

Question 1(a)

Answer the following:

Take Sarita’s present age to be y years.

(i) What will be her age 5 years from now?

(ii) What was her age 3 years back?

(iii) Sarita’s grandfather is 6 times her age. What is the age of her grandfather?

(iv) Grandmother is 2 years younger than grandfather. What is grandmother’s age?

(v) Sarita’s father’s age is 5 years more than 3 times Sarita’s age. What is her father’s age?

Take Sarita’s present age to be $y years$ . Sarita’s father’s age is $5 years$ more than $3$ times Sarita’s age. What is her father’s age?

Take Sarita’s present age to be $y years$ . Sarita’s grandfather is $6$ times her age. Her grandmother is two years younger than her grandfather. What is grandmother’s age?

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Take Sarita’s present age to be yyears. What will be her age 5years from now?

Given, the present age of Sarita =yyearsAfter 5years, Sarita's age =Sarita'spresentage+5 =(y+5)yearsTherefore, after 5years Sarita's age will be (y+5)years.

Take Sarita’s present age to be $y years$ . What will be her age $5 years$ from now?

Given, the present age of Sarita $= y years$
After $5 years$ , Sarita's age $= Sarita' s present age + 5$
$= (y + 5) years$
Therefore, after $5 years$ Sarita's age will be $(y + 5) years$ .