What is the value of "n" in the equation for compound interest if it is compounded daily and interest has accrued for 2 years?
Formula for compound interest= |
CI=(P*(1+i)^n)-P |
where , |
CI=Compound Interest |
P is the principal |
i=rate of interest p.a. converted to I per compounding period--but always given as per annum rate--& to be divided by the no.of compounding priods in a year ,n |
n=no.of compounding periods in a year |
So, when interest is compounded daily, |
n will be 365 --as there are 365 days in a year. |
In the given case, |
CI=(P*(1+(i/365)^(2*365))-P |
CI=(P*(1+(i/365)^730)-P |
so, n=no.of compounding periods in a year ,here, 365 |
& i/365 will be the interest , if interest is compounded daily |
& in this case, it is compounded for a total of 2yrs.*365 times in a year = 730 times |
What is the value of "n" in the equation for compound interest if it is compounded...
What is the value of "n" in the equation for compound interest if it is compounded daily and interest has accrued for 2 years? O A. 730 OB. 365 Oc. 2 OD. 8
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