Neeraj lent 65536 for 2 yrs at 12 1/2%per annum compounded annually .how much more could be earn if the interest were compounded half yearly
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We know that A = P(1+r/100)^n
= 65536(1+25/200)^2
= 82944.(Annually)
We know that A = P(1+r/100)^n
= 65536(1+25/400)^4
= 65536(425/400)^4
= 83521.
The amount he earns = 83521 - 82944
= 577.
= 65536(1+25/200)^2
= 82944.(Annually)
We know that A = P(1+r/100)^n
= 65536(1+25/400)^4
= 65536(425/400)^4
= 83521.
The amount he earns = 83521 - 82944
= 577.
lakshyaPathak:
itne intelligent kede ho bro
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