Question

इन्वेस्टमेंट की वापसी की दर निकालो यदि 100 रू. के प्रारंभिक भुगतान के लिये प्रत्येक प्रथम दो काल के
अंत में 60 रू. की वापसी होती है।
14/17
ent that for an initial payment of 100 Rs., yield​

Answer 1

Given:

Investment for an initial payment of Rs. 100, yield return of 60 Rs. at the end of each of the first two periods.

To find:

The rate of return

Solution:

The initial investment = Rs. 100

The ending value of the investment = Rs. 60  

To find the rate of return we will use the following formula:

$\boxed{\bold{Rate \:of\:return = \frac{[Final \:yeild\:of \:investment] - [Beginning \:value\: of\:investment ]}{Beginning \:value\: of\:investment}\times 100 }}$

The ROR is always represented in the form of a percentage.

• If the percentage is positive, then there is a profit on the investment.

• If the percentage is negative, then there is a loss on the investment.

Now, substituting the values in the formula of Rate of Return, we get

$Rate\:of Return(ROR) = \frac{60 - 100}{100}\times 100$

$\implies Rate\:of Return(ROR) = \frac{-40}{100}\times 100$

 $\implies \bold{Rate\:of Return(ROR) = -40\%}$ ← negative percentage implies that there is a loss on investment of Rs. 100

Thus, the rate of return from an investment for an initial payment of Rs. 100, yields a return of Rs. 60 at the end of each of the first two periods is → 40% .

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