In how much time would ₹5000amount to ₹6655 at 10%per annum compound interest
Answers
Answered by
10
Amount (A) = Rs 6655
Principal (P) = Rs 5000
Rate (R) = 10% p.a.
A= P(1+R/100)^N
=> 6655= 5000(1+10/100)^N
=> 6655/5000=( 110/100)^N
=> (1331/1000) = (11/10)^N
=> (11/10)^3 = (11/10)^N
Hence base is equal,
=> 3 years = N
or
=> N = 3 years
Be Brainly
Principal (P) = Rs 5000
Rate (R) = 10% p.a.
A= P(1+R/100)^N
=> 6655= 5000(1+10/100)^N
=> 6655/5000=( 110/100)^N
=> (1331/1000) = (11/10)^N
=> (11/10)^3 = (11/10)^N
Hence base is equal,
=> 3 years = N
or
=> N = 3 years
Be Brainly
unbeatable567:
thanks for the answer
Answered by
0
Answer:
P=5000 Rs
C.I=1655 Rs
R=10percent P.a
T=?
C.I= A-P
1655=A-5000
A= 5000+1655
A=6655
A=P(1+R)÷100^N
6655=5000(1+10÷100)^N
6655=5000(10+1÷10)^N
6655=5000(11÷10)^N
6655÷5000=(11÷10)^N
1331÷1000=(11÷10)^N
11×11×11÷10×10×10=(11÷10)^N
11^3÷10^3=(11÷10)^N
(11÷10)^3=(11÷10)^N
HENCE, N=3 YEARS
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