A sum of money lent out at simple interest double itself in 8 years. Find: i) the rate of interest ii) in how many years will the sum become triple of itself at the same rate of interest
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Answer:
Step-by-step explanation:
(i)
Let the sum be x
amount = 2x
SI=2x-x
=》x
Since,
SI=(P*R*T)/100
Rate=(SI*100)/(P*T)
R=(x*100)/(x*8)
R=100/8
R=12.5
(ii)Amount=3x
SI=2x
Since,
SI=(p*r*t)/100
Therefore,
T=(SI*100)/(P*R)
T=(2x*100)/(x*12.5)
T=16 years
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