A person invested ₹5,00,000 in a fund. At the end of the year, the value of the fund is ₹6,50,000. The nominal rate of return, if the market price is the same at the end of the year is:

The number of years required for a sum of money to get tripple at the effective rate of 4% is : (Given $(1.04)^{28} = 3)$

Ram had invested Rs. 15,000 in a mutual fund and the value of the investment at the time of redemption was Rs. 25,000. If the compound annual growth rate (CAGR) is 8.88%, then the number of years for which Ram has invested the amount is:

[Given: $\log 1.089 \approx 0.0370$ and $\log 1.667 \approx 0.2220$]

The price at which the bond is sold to the investors at the time of issue is known as:

A money lender charges Rs10 for Rs100 per month in advance then effective rate of interest per annum charged by money lender is: [given $\left(\frac{10}{9}\right)^{12} \approx 3.541$]

The cost of a property appreciates by 10% of the previous month every month. If in end march 2024 it was ₹ 13.31 lakh, when was it ₹ 10 lakh?

For an investment, if the nominal rate of interest is $10 \%$ compounded half yearly, then the effective rate of interest is :