Reema wants to divide $48$ chocolates between her daughters Ria and Tia in the ratio of their ages. Ria is $10$ years old and Tia is $6$ years old. How many chocolates do each of them get?

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Solution

Total Chocolates $= 48$
Ria age $= 10 y e a r s$
Tia age $= 6 y e a r s$
Total age $= 16$
Therefore $\frac{46}{16} = 3$
Ria= $3 * 10 = 30$ chocolates
Tia= $3 * 6 = 18$ chocolates

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Reema wants to divide 48 chocolates between her daughters Ria and Tia in the ratio of their ages. Ria is 10 years old and Tia is 6 years old. How many chocolates do each of them get?

Total Chocolates=48Ria age=10yearsTia age=6yearsTotal age=16Therefore 4616=3Ria=3∗10=30 chocolatesTia=3∗6=18 chocolates

Reema wants to divide $48$ chocolates between her daughters Ria and Tia in the ratio of their ages. Ria is $10$ years old and Tia is $6$ years old. How many chocolates do each of them get?

Total Chocolates $= 48$
Ria age $= 10 y e a r s$
Tia age $= 6 y e a r s$
Total age $= 16$
Therefore $\frac{46}{16} = 3$
Ria= $3 * 10 = 30$ chocolates
Tia= $3 * 6 = 18$ chocolates