Answer

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Hint: In order to solve this problem we need to know that Sheela’s mother’s age is four years more than half of her mother’s age and her brother’s age is two years more than one third of her age. By assuming variables for her mother’s and brother’s age we can get the right solution.

Complete step-by-step answer:

It is given that Sheela is 13 years old.

Let her mother’s age be M and her brother’s age be B.

It is given that Sheela’s age is 4 years less than half of her mother's age.

So, the equation can be made as:

$\dfrac{{\text{M}}}{{\text{2}}}$-4= 13

M = 2(13+4)

M=34 years

It is also given that Sheela is 2 years less than thrice the age of her younger brother.

Therefore, 3B - 2 = 13

3B = 15

B = 5 years

Hence, the age of her mother is 34 years and the age of her brother is 5 years.

Note: Whenever you face such types of problems you have to consider the unknown ages as variables and then make the equations according to the conditions provided. Then solve the equations to get the ages of variables. Proceeding in this way will give you the right answer.

Complete step-by-step answer:

It is given that Sheela is 13 years old.

Let her mother’s age be M and her brother’s age be B.

It is given that Sheela’s age is 4 years less than half of her mother's age.

So, the equation can be made as:

$\dfrac{{\text{M}}}{{\text{2}}}$-4= 13

M = 2(13+4)

M=34 years

It is also given that Sheela is 2 years less than thrice the age of her younger brother.

Therefore, 3B - 2 = 13

3B = 15

B = 5 years

Hence, the age of her mother is 34 years and the age of her brother is 5 years.

Note: Whenever you face such types of problems you have to consider the unknown ages as variables and then make the equations according to the conditions provided. Then solve the equations to get the ages of variables. Proceeding in this way will give you the right answer.

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