In what time will the simple interest on Rs. 400 at 10 % per annum be the same as the simple interest on Rs. 1000 for four years at 4 % per annum ?
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Answer:
After 4 years.
Step-by-step explanation:
Let, after t years the simple interest on rs 400 at 10% per annum be the same as the simple interest on rs 1000 for four years at 4% per annum,
Since, The simple interest is,
S.I.=\frac{P\times r\times t}{100}S.I.=100P×r×t
Where, P is the principal amount,
r is the annual rate of interest,
t is the time ( In years ),
Thus, the simple interest on rs 400 at 10% per annum for t years,
=\frac{400\times 10\times t}{100}=100400×10×t
=\frac{4000t}{100}=40t=1004000t=40t
While, the simple interest on rs 1000 for four years at 4% per annum
=\frac{1000\times 4\times 4}{100}=\frac{16000}{100}=160=1001000×4×4=10016000=160
Hence,
40 t = 160
⇒ t = 4 years
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