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    In how many years will a sum of money be 12 times itself at 44% per annum simple interest?
    Question

    In how many years will a sum of money be 12 times itself at 44% per annum simple interest?

    A.

    35 years

    B.

    25 years

    C.

    30 years

    D.

    20 years

    Correct option is B

    Given:

    Final amount = 12 times the principal

    Rate (R) = 44% per annum

    Simple Interest (SI)

    Formula Used:

    A = P + SI

    SI = P×R×T100\frac{P \times R \times T}{100}​​

    Solution:

    A = 12 P

    =>12P = P + SI

    =>SI = 11P

    11P = P×44×T100\frac{P \times 44 \times T}{100}​​

    11 = 44T100 \frac{44T}{100}​​

    =>\Rightarrow​ 1100 = 44T

    =>T=110044\Rightarrow T = \frac{1100}{44}​​

    = 25 years

    Thus, the correct option is (b) 25 years


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