Math, asked by gurudepilot, 19 days ago

The CI on a sum of 18500 is 8140. For how much time was the sum borrowed if the rate of interest was 20% pa​

Answers

Answered by satvik6497
3

Answer:

Dear Student,

SOLUTION:

Given:

●Interest is computed half yearly.

●Sum is of Rs.18500.

●Rate of 40% per annum.

● Time of 18 Months.

Compound Interest...

ci = a - pci=a−p

Where CI is Compound Interest, A is amount and P is principle....

a = p(1 + \frac{r}{100} ) ^{n}a=p(1+

100

r ) n

Where a is amount, P is principle, r is rate per annum, and n is time it given years....

In half early the Rate becomes half of the original... (I.e. is the Rate is 10%per annum it will be 5% per annum in half early)

And years are counted as halfs of the years (I.e. If the time is given 1 year then it will be 2 half years in half yearly).

SOLUTION:

a = 18500(1 + \frac{20}{100} )^{3}a=18500(1+

100

20

)

3

In Time, we can write 18 months as 1 1/2 years which can be written as 3 half years.

a = 31968a=31968

So, Compound Interest

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