the different between the compound interest and the simple interest on a certain principal at the rate of 15 ./. p.a. for 3 years is 2268 find the principal
IT'S ANSWER IS 32000
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Manas Manoj Dalvi asked in Math
1) The difference between the compound interest and simple interest on a certain sum at 15% p.a. for 3 years is Rs 283.50. Find the sum 10.
2) The difference between the compound interest and simple interest on a certain principal at 15% for 3 years is Rs 2,268. Find the principal.
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M . S . Rawat answered this
23210 helpful votes in Math, Class VIII
Dear Student,
Please find below the solution to the asked query :
(2).Let P be the principal.Rate, R = 15 % p.a.Time, n = 3 yrsNow, amount, A = P[1 + R100]n⇒CI + P = P[1 + 15100]3⇒CI = P[2320]3 − P⇒CI = Rs (41678000P)SI = PRT100 = P×15×3100 = Rs (9P20)now, CI − SI = (41678000P) − (9P20) = Rs 2268⇒4167P− 3600P8000 = 2268⇒567P8000 = 2268⇒P = 32000so, required principal = Rs 32000
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Manas Manoj Dalvi asked in Math
1) The difference between the compound interest and simple interest on a certain sum at 15% p.a. for 3 years is Rs 283.50. Find the sum 10.
2) The difference between the compound interest and simple interest on a certain principal at 15% for 3 years is Rs 2,268. Find the principal.
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2
Follow1

M . S . Rawat answered this
23210 helpful votes in Math, Class VIII
Dear Student,
Please find below the solution to the asked query :
(2).Let P be the principal.Rate, R = 15 % p.a.Time, n = 3 yrsNow, amount, A = P[1 + R100]n⇒CI + P = P[1 + 15100]3⇒CI = P[2320]3 − P⇒CI = Rs (41678000P)SI = PRT100 = P×15×3100 = Rs (9P20)now, CI − SI = (41678000P) − (9P20) = Rs 2268⇒4167P− 3600P8000 = 2268⇒567P8000 = 2268⇒P = 32000so, required principal = Rs 32000
plzzz mark it as brainliast
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Answer:
Answer is 32000
Step-by-step explanation:
CI - SI = 2268
R = 15%
T = 3 YEARS
SI = PRT/100
SI = P*15*3/100
=>P*3*3/20
=>9P/20
=>1.45P--------(1)
A = P(1 + R/100)^n
=>P(1 + 15/100)^3
=>P(1.15)^3
=>1.523P---------(2)
THUS,
1.523P - 1.45P = 2268
O.O70875P = 2268
P = 2268/0.O70875
After dividing we get....
P = 32000
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