Rohit earns $R s . 15300$ and saves $R s . 1224$ per month. Find the ratio of
(i) his income and savings
(ii) his income and expenditure
(iii) his expenditure and savings.

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Solution

(i) $\frac{I n c o m e}{S a v i n g s}$ $= \frac{15300}{1224}$ $= 12.5$

(ii) $\frac{I n c o m e}{E x p e n d i t u r e}$ $= \frac{I n c o m e}{I n c o m e - s a v i n g s} = \frac{15300}{15300 - 1224}$ $= 1.087$

(iii) $\frac{E x p e n d i t u r e}{S a v i n g s}$ $= \frac{I n c o m e - s a v i n g s}{S a v i n g s} = \frac{15300 - 1224}{1224}$ $= 11.5$

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Rohit earns Rs.15300 and saves Rs.1224 per month. Find the ratio of(i) his income and savings(ii) his income and expenditure(iii) his expenditure and savings.

(i) IncomeSavings =153001224 =12.5(ii) IncomeExpenditure =IncomeIncome−savings=1530015300−1224 =1.087(iii) ExpenditureSavings =Income−savingsSavings=15300−12241224 =11.5

Rohit earns $R s . 15300$ and saves $R s . 1224$ per month. Find the ratio of
(i) his income and savings
(ii) his income and expenditure
(iii) his expenditure and savings.