if a certain principal amounts to ₹44000 at 5% p. a. over 2 years, how much will it amount to in 3 years at the same rate? solve it with steps please the answer is 46, 000
Answers
Answered by
119
If the Principal is x
Simple Interest = ( Principal X Time X Rate ) / 100
= ( x X 2 X 5 ) / 100
= x/10
Principal = Amount - Simple Interest
x = 44000 - x/10
x X 10 = 44000 - x
10x + x = 44000
11x = 44000
x = 44000/11
x = 4000
Simple Interest = ( Principal X Time X Rate ) / 100
= ( 4000 X 3 X 5 ) / 100
= 60000/ 100
= 600
Amount = Principal + Interest
= 4000 + 600
= 4600
Simple Interest = ( Principal X Time X Rate ) / 100
= ( x X 2 X 5 ) / 100
= x/10
Principal = Amount - Simple Interest
x = 44000 - x/10
x X 10 = 44000 - x
10x + x = 44000
11x = 44000
x = 44000/11
x = 4000
Simple Interest = ( Principal X Time X Rate ) / 100
= ( 4000 X 3 X 5 ) / 100
= 60000/ 100
= 600
Amount = Principal + Interest
= 4000 + 600
= 4600
FirstStudent1:
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Answered by
11
Answer:
Let the principle be Rs P.
Give, r = 5, n = 2 and A = Rs. 44000.
We know that, A = P + S.I.
∴ Rs. 44000 = Rs P +
⇒ Rs P + Rs= Rs 44000
Thus, the principal is Rs 40000.
Amount at the end of 3 years
= P + S.I.
= Rs 40000 +
= Rs 40000 + Rs 6000
= Rs 46000.
Thus, the amount at the end of 3 years is Rs 46000
HOPE IT HELPED :)
Step-by-step explanation:
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