Two sums of money are in the ratio 25- If the second sum is Rs-95 then first sum is

A sum of money is divided among P, Q and R so that each 5 rupee P gets, Q gets 3 rupees 25 paise and R gets 2 rupees. If R's share is Rs.80, then sum must be -

Q. Sum of money bears the same ratio to Rs. 77.55 as Rs. 26.25 bears to Rs. 43.75 is 46.53
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Two sums of money are in the ratio 25. If the second sum is Rs.95 then first sum is

The correct option is C Rs. 38The ratio of sum of money is 2:5therefore, the ratio of first sum(X) and second sum(Y) is equal to XY=25X95=25solving these the fraction X=38

Two sums of money are in the ratio $\frac{2}{5}$ . If the second sum is Rs.95 then first sum is

The correct option is C Rs. $38$
The ratio of sum of money is 2:5
therefore, the ratio of first sum $(X)$ and second sum $(Y)$ is equal to
$\frac{X}{Y} = \frac{2}{5}$
$\frac{X}{95} = \frac{2}{5}$
solving these the fraction
$X = 38$