What sum of money borrowed on 24th may will amount to rupees 10210. 20 on 17th October of the same year at 5% per annum simple interest
Answers
Answered by
123
Given
Principal Amount= P = ?
Rate of Interest Per annum= R= 5 %
Time = T = 24may to 17th October
= 7 days + 30 +31 +31 + 30 +17 = 146 days
146/365 days = 0.4year
Amount = 10210.20
We know that
Amount= P(1+TR)
10210.20=P(1 + 0.4×5/100)
10210.20=P(1 + 0.02)
10210.20 =P(1.02)
10210.20/1.02 = P
10010= P is the Principal Amount
Principal Amount= P = ?
Rate of Interest Per annum= R= 5 %
Time = T = 24may to 17th October
= 7 days + 30 +31 +31 + 30 +17 = 146 days
146/365 days = 0.4year
Amount = 10210.20
We know that
Amount= P(1+TR)
10210.20=P(1 + 0.4×5/100)
10210.20=P(1 + 0.02)
10210.20 =P(1.02)
10210.20/1.02 = P
10010= P is the Principal Amount
Answered by
12
Answer:
Step-by-step explanation:
A sum of money borrowed on 26th march is repaid on 7th june in same year. If the simple interest paid ₹75.75at 7.5%p. a., find the sum borrowed.
Answer :
₹P.
given
i=₹75.75,
r=7.5
- us calculate tha period for which interest is cjarged.
month /marcht/april/may/june/Total/
numberofdays/5 / 30 /31 /7 /73 /
•: interest is changed for 73 day's
n=73÷365=1÷5year
{•:1year=365day's }
•: i=prn
100
•: 75.75=p×1 ×7.5
5
100
•: p=5050
i.e. sum borrowed is ¥5050.
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