Question

The amount of ₹ 2p in t years at the rate of simple interest of $\frac{r}{2}\%$ per annum is Rs .(2p + _________).

December 27, 2023

Answer

Interest $=\frac{2 p × t × \frac{r}{2}}{1.00}=\frac{p r t}{100}$

Amount $=2 p+\frac{p r t}{100}$

💡 Some Related Questions

Simple-Interest-Classs-10

Let us write the number of years for which a principal becomes twice of its amount having the rate of simple interest of 6 $\frac{1}{4} %$ per annum

Simple-Interest-Classs-10

The ratio of the principal and the amount (principal along with interest) in 1 yr is 8 : 9; the rate of simple interest per annum is ___

Simple Interest

FIB : A man who gives a loan is called _________

Simple-Interest-Classs-10

State True or Fale : If the principal and the rate of simple interest in percent per annum be constants, then the total interest and the time are in inverse relation

Simple Interest

State True or False : A man who takes a loan is called a debtor.

Simple-Interest-Classs-10

The total interest of a principal in n years at the rate of simple interest of r% per annum is $\frac{p n r}{25}$ , the principal will be (a) ₹ 2p (b) ₹ 4p (c) ₹ $\frac{p}{2}$ (d) ₹ $\frac{p}{4}$

Simple-Interest-Classs-10

The simple interest at x % for x years will be Rs x for a principal amount of

Simple-Interest-Classs-10

If a principal becomes twice of its amount in 10 years, the rate of simple interest per annum is (a) 5% (b) 10% (c) 15% (d) 20%

Simple-Interest-Classs-10

A principal becomes twice of its amount in 20 yrs at a certain rate of simple interest. At the same rate of simple interest, that principal becomes thrice of its amount in (a) 30 years (b) 35 years (c) 40 years (d) 45 years

Simple-Interest-Classs-10

If the interest of ₹ p at the rate of simple interest of r% per annum in t years is I, then