Step 1: Determine the total number of parts in the ratio. The ratio given is $3:5:2$. Total parts $= 3 + 5 + 2 = 10$. Step 2: Identify the total value of the estate. The estate is valued at N24,000,000. Step 3: Calculate the value of one ratio part. Value per part $= \frac{\text{Total Estate Value}}{\text{Total Ratio Parts}}$ $$ \text{Value per part} = \frac{\text{N}24,000,000}{10} = \text{N}2,400,000 $$ Step 4: Calculate each person's share. The question states "his wid and daughter" and a ratio of $3:5:2$. Given the three parts in the ratio, it is assumed that "wid" refers to the wife, and there is an implied third beneficiary, likely a son, in the order Wife:Son:Daughter. Wife's share: (3 parts) $$ 3 \times \text{N}2,400,000 = \text{N}7,200,000 $$ Son's share: (5 parts) $$ 5 \times \text{N}2,400,000 = \text{N}12,000,000 $$ Daughter's share: (2 parts) $$ 2 \times \text{N}2,400,000 = \text{N}4,800,000 $$ The shares are: Wife: $\boxed{\text{N}7,200,000}$ Son: $\boxed{\text{N}12,000,000}$ Daughter: $\boxed{\text{N}4,800,000}$ Send me the next one 📸