Challenger App

No.1 PSC Learning App

1M+ Downloads
A sum of Rs. 10640 gives interest of Rs. 3724 in x years at 5% simple interest. What will be the value of x?

A8 years

B6 years

C7 years

D9 years

Answer:

C. 7 years

Read Explanation:

Solution:

Given:

Principal = Rs. 10640

Simple interest = Rs.3724

Rate = 5%

Formula used:

Simple interest (SI)=Principal(P)×Rate(r)×Time(x)100(SI) = Principal (P)\times{Rate (r)}\times{\frac{Time (x)}{100}}

SI=(P×r×x)100SI = \frac{(P\times{r}\times{x})}{100}

Where x is in years

Calculation :

3724=10640×5×(x)1003724 = \frac{10640\times{5}\times{(x)}}{100}

x=74481064⇒ x=\frac{7448}{1064}

∴ x = 7 years


Related Questions:

വാർഷികമായി 15 ശതമാനം കൂട്ടുപലിശ കണക്കാക്കുന്ന ബാങ്കിൽ 15000 രൂപ നിക്ഷേപിച്ചാൽ രണ്ടുവർഷത്തിന് ശേഷം എത്ര രൂപ ലഭിക്കും ?
An amount becomes Rs.11,300 in 2 years and Rs. 12,600 in 4 years. The rate, if calculated at simple interest is:
The difference between compound interest and simple interest on an amount of money in 3 years at the rate of 10% is 186. Then the amount is:
6,000 രൂപയ്ക്ക് 6% സാധാരണപലിശ നിരക്കിൽ 10 മാസത്തേയ്ക്കുള്ള പലിശ എത്ര ?
A sum of money becomes its double in 20 years. Find the annual rate of simple interest: