Question

please answer this question immediately and correctly so that I can write in the examination hall
please answer this in step by step

Answer 1

Given : Megha and Meena spent ₹ 95 Altogether

⇒ Megha + Meena = 95 ------------ [1]

Given : Meena and Tia spent ₹ 216 Altogether

⇒ Meena + Tia = 216 ----------- [2]

Given : Meena Spent $\bf{(\frac{1}{5})th}$ of What Tia Spent

$\bf{\implies Meena = \frac{Tia}{5}}$

$\bf{\implies Tia = (5 \times Meena)}$

Substituting Tia = (5 × Meena) in Equation [2], We get :

$\bf{\implies Meena + (5 \times Meena) = 216}$

$\bf{\implies (6 \times Meena) = 216}$

$\bf{\implies Meena = 36}$

Substituting (Meena = 36) in Equation [1], We get :

$\bf{\implies Megha + 36 = 95}$

$\bf{\implies Megha = 95 - 36}$

$\bf{\implies Megha = 59}$

Money Spent by Megha is ₹ 59

Option A is the Answer