Find the sum of the money that amounts to rs 5850 in sex years at 5% per annuam
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Answered by
7
Amount = Rs. 5850
Time (T) = 6 years
Rate (R) = 5% p.a.
Sum = Principal (P)
Let the Principal be Rs. x
A/Q.
Amount = Principal + S.I.
5850 = x + (PRT / 100)
⇒ 5850 = x + (x × 5 × 6 / 100)
⇒ 5850 = x + (30x / 100)
⇒ 5850 = x + (3x / 10)
⇒ 5850 = (10x + 3x) / 10
⇒ 5850 = 13x / 10
⇒ 5850 × 10 / 13 = x
⇒ 450 × 10 = x
⇒ 4500 = x
Hence, the sum is 4500.
Hope it helps
Time (T) = 6 years
Rate (R) = 5% p.a.
Sum = Principal (P)
Let the Principal be Rs. x
A/Q.
Amount = Principal + S.I.
5850 = x + (PRT / 100)
⇒ 5850 = x + (x × 5 × 6 / 100)
⇒ 5850 = x + (30x / 100)
⇒ 5850 = x + (3x / 10)
⇒ 5850 = (10x + 3x) / 10
⇒ 5850 = 13x / 10
⇒ 5850 × 10 / 13 = x
⇒ 450 × 10 = x
⇒ 4500 = x
Hence, the sum is 4500.
Hope it helps
Answered by
3
To this question
Using Formula:-
[A = P + SI]
=5850=y+PRT/100
=5850=y+y×5×6×100
=5850=y+30y/100
=5850=y(10y+3y)/10
=5850×10=y
=4500=y
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