at what rate would sum of rs4000 yield rs1324 as compound interest in 3yrs?
Answers
Answered by
7
P=Rs 4000
C.I.=Rs 1324
n=3yrs
A=P (1+r/100)^n
4000+1324=4000 (1+r/100)^3
5324/4000=(1+r/100)^3
(11/10)^3=(1+r/100)^3
1+r/100 = 11/10
r/100=11/10- 1
=1/10
r=10%
☆☆☆☆☆☆☆☆☆☆☆☆☆☆☆☆☆☆☆☆☆
hope it's correct
C.I.=Rs 1324
n=3yrs
A=P (1+r/100)^n
4000+1324=4000 (1+r/100)^3
5324/4000=(1+r/100)^3
(11/10)^3=(1+r/100)^3
1+r/100 = 11/10
r/100=11/10- 1
=1/10
r=10%
☆☆☆☆☆☆☆☆☆☆☆☆☆☆☆☆☆☆☆☆☆
hope it's correct
Answered by
4
Given,
Principal = p = Rs.4000
Compound Interest = CI = Rs.1324
Time = t = 3 years.
Rate of interest = ?
Let Rate of interest be = r %
We know,
Compound Interest=CI= P(1+r/100)^t - P
Then,
⇒4000(1+r/100)^3 = 5324 [4000+1324 = 5324]
⇒(1+r/100)^3 = 5324/4000
⇒(1+r/100)^3 = 1331/1000
⇒(1+r/100)^3 = 11^3/10^3
⇒(1+r/100)^3 = (11/10)^3
⇒r/100 = 11/10 - 1
⇒r/100 = 11-10/10
⇒r/100 = 1/10
⇒r=1/10 × 100
⇒r=10×1
⇒r=10
Hence, Rate of interest = 10%
Principal = p = Rs.4000
Compound Interest = CI = Rs.1324
Time = t = 3 years.
Rate of interest = ?
Let Rate of interest be = r %
We know,
Compound Interest=CI= P(1+r/100)^t - P
Then,
⇒4000(1+r/100)^3 = 5324 [4000+1324 = 5324]
⇒(1+r/100)^3 = 5324/4000
⇒(1+r/100)^3 = 1331/1000
⇒(1+r/100)^3 = 11^3/10^3
⇒(1+r/100)^3 = (11/10)^3
⇒r/100 = 11/10 - 1
⇒r/100 = 11-10/10
⇒r/100 = 1/10
⇒r=1/10 × 100
⇒r=10×1
⇒r=10
Hence, Rate of interest = 10%
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