The rates of simple interest in two banks A and B are in the ratio 5 : 4. A person wants to deposit his total savings in two tanks in such a way that he received equal half yearly interest form both. He should deposit the savings in banks A and B in the ratio of

2 : 5

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4 : 5

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5 : 2

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5 : 4

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Solution

The correct option is A 4 : 5
We know that $S I = \frac{P N R}{100}$
We clearly see that when Simple Interest and the time $N$ is constant or same, then Principal $P$ varies inversely with $R$
So, if $R$ is in the ratio $5 : 4$ then $P$ deposited should be in the inverse $4 : 5$

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The rates of simple interest in two banks A and B are in the ratio 5 : 4. A person wants to deposit his total savings in two tanks in such a way that he received equal half yearly interest form both. He should deposit the savings in banks A and B in the ratio of

The correct option is A 4 : 5We know that SI=PNR100We clearly see that when Simple Interest and the time N is constant or same, then Principal P varies inversely with R So, if R is in the ratio 5:4 then P deposited should be in the inverse 4:5

The correct option is A 4 : 5
We know that $S I = \frac{P N R}{100}$
We clearly see that when Simple Interest and the time $N$ is constant or same, then Principal $P$ varies inversely with $R$
So, if $R$ is in the ratio $5 : 4$ then $P$ deposited should be in the inverse $4 : 5$