A father wants to divide ₹3,600 among his sons in the ratio of their ages. Their ages are 12 years and 15 years. Find their respective shares.
₹1,600 and ₹2,000
The ratio of their ages is 12:15. Its simplest form is 4:5.
So, the money has to be divided in this ratio.
Let the shares be 4x and 5x respectively.
Now, 4x + 5x = 9x
⟹9x = 3600
⟹x = 400
Hence, their respective share will be,
400(4) = ₹1,600
400(5) = ₹2,000