compute the compound interest on 5000 for 3/2 years at 16% per annum compounded half yearly
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Answers
Answer:
principal for the first half year is ₹5000
rate of interest 16% per annum
8% per half yearly
time period 5 / 2 years
3 half years
interest for the first half year = ₹ [5000×1×8/100]=400
so amount at the end of first half year is
₹(5000+400)
= 5400
so principal for the second half period is ₹5400
interest for second half year = [5400×1×8/100]=432
so amount at the end of second half year
5400 + 432
= 5832
therefore principal for the third half yearly is ₹5832
so interest for the third half year [5832×1×8/100]=466.56
_______________________________
amount at the end of 3rd half year
5832+466.56
6298.56
therefore compound interest is
6298.56 - 5000 = 1298.56
_______________________________
or
_______________________________
compound interest is equal to
400+432+466.56
=> 1298.56
________________________________
Answer:
principal for the first half year is ₹5000
rate of interest 16% per annum
8% per half yearly
time period 5 / 2 years
3 half years
interest for the first half year = ₹ [5000×1×8/100]=400
so amount at the end of first half year is
₹(5000+400)
= 5400
so principal for the second half period is ₹5400
interest for second half year = [5400×1×8/100]=432
so amount at the end of second half year
5400 + 432
= 5832
therefore principal for the third half yearly is ₹5832
so interest for the third half year [5832×1×8/100]=466.56
_______________________________
amount at the end of 3rd half year
5832+466.56
6298.56
therefore compound interest is
6298.56 - 5000 = 1298.56
_______________________________
or
_______________________________
compound interest is equal to
400+432+466.56
=> 1298.56
________________________________