Commercial Mathematics

The principal for the first year is $₹600$ and the rate is $10\%$ per annum. What is the interest for the second year?

If $₹4,000$ is lent at $5\%$ compound interest, what is the principal for the second year?

Amount after one year on a principal of $₹2,500$ at $6\%$ per annum interest compounded annually is:

What is the interest earned in the first year on $₹15,000$ at a rate of $1\%$ per annum?

What is the interest for the second year on ₹4,000 at 10% p.a. compounded annually?

The value of a machine depreciates at 10% per annum. If its present value is ₹50,000, find its value after 3 years.

A sum of ₹12,500 is borrowed at 20% p.a. compounded half-yearly. Calculate the amount at the end of 1 year.

A sum of $\text{₹}10,000$ is invested at $10\%$ per annum compound interest for $3$ years. Find the increase in the interest of the third year over the interest of the second year.

A man borrows $\text{₹}50,000$ at $10\%$ per annum compound interest. He pays $\text{₹}20,000$ at the end of each year. Find the amount he must pay at the end of the third year to clear the debt.

Calculate the compound interest on $\text{₹}5,000$ for $1$ year at $8\%$ p.a., the interest being compounded half-yearly.

Determine the compound interest on $\text{₹}4,500$ for $2$ years at $2\%$ per annum compounded annually.

Calculate the compound interest on $\text{₹}2,000$ for $2$ years at $4\%$ per annum compounded annually.

If interest is compounded half-yearly at $12\%$ per annum, find the amount on $\text{₹}5,000$ for $1$ year.

Find the amount on $\text{₹}1,100$ for $2$ years at $10\%$ per annum compounded annually.

Find the amount on $₹2,000$ for $1.5$ years at $10\%$ per annum compounded half-yearly.

What sum of money will amount to $₹9,240$ in $2$ years if the rates for the two years are $10\%$ and $20\%$ respectively?

Calculate the compound interest on $₹8,000$ for $1$ year at $20\%$ per annum compounded quarterly.

A sum of DOLLAR_PLACEHOLDER₹12,000$ is lent at compound interest for DOLLAR_PLACEHOLDER__2__DOLLAR_PLACEHOLDER years, the rate of interest being $5%DOLLAR_PLACEHOLDER for the first year and $8%DOLLAR_PLACEHOLDER for the second year. Find the amount.

Find the rate of interest if a sum of DOLLAR_PLACEHOLDER₹6,000$ amounts to DOLLAR_PLACEHOLDER₹6,735$ in DOLLAR_PLACEHOLDER__2__DOLLAR_PLACEHOLDER years, compounded annually.

The population of a town increases at the rate of $5%DOLLAR_PLACEHOLDER per annum. If the present population is DOLLAR_PLACEHOLDER__9,261__DOLLAR_PLACEHOLDER, what was the population DOLLAR_PLACEHOLDER__3__DOLLAR_PLACEHOLDER years ago?