The difference between SI and CI of a certain sum of money is Rs 48 at 20% per annum for two year find the principal.
Answers
Answered by
4
Answer:
C.I.=P[(1+100r)n−1]
=P[(1+10020)2−1]
=P[(56)2−1]
=P[2536−25]
C.I=2511P
S.I=100P×20×2=52P
Given
C.I−S.I=Rs. 48
⇒2511P−52P=48
⇒2511P−10P=48
⇒P=25×48
⇒P=Rs. 1200.
Answered by
0
Answer:
Step-by-step explanation:
C.I.=P[(1+100r)n−1]
=P[(1+10020)2−1]
=P[(56)2−1]
=P[2536−25]
C.I=2511P
S.I=100P×20×2=52P
Given
C.I−S.I=Rs. 48
⇒2511P−52P=48
⇒2511P−10P=48
⇒P=25×48
⇒P=Rs. 1200.
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