In how many years will Rs. 2 lakh double itself at 11.5% per annum simple interest?
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In how many years will Rs. 2 lakh double itself at 11.5% per annum simple interest?
Less than 8
Between 8 and 9
9.3
10.5
For money to double at simple interest, the interest earned must equal the principal. Interest = P * R * T / 100. So P = P * 11.5 * T / 100. T = 100 / 11.5 = 8.69 years. This is between 8 and 9.
Using the simple interest formula, we know that for the sum to double, the simple interest earned must equal the principal, meaning SI = P. The formula for time is T = (100 * SI) / (P * R). Substituting SI = P, the time becomes T = 100 / R, which gives T = 100 / 11.5. Calculating this value gives approximately 8.7 years, which falls between 8 and 9.