Question

Bela borrowed rupees 25000 from a finance company to start her biotic at 20% per annum compounded half yearly what amount of money will clear her death after 11 by half years​

Answer 1

Answer:

Step-by-step explanation:

Given P = 25000, R = 20% compounded half yearly = 20/2, T = 1 1/2 = 3/2 compounded half yearly. = 3 years.

We know that A = P(1 + r/100)^n

                           = 25000(1 + (20/200) )

                           = 25000(1 +(1/10) )

                           = 25000(11^3/10^3)

                              = 25000 *  1.33100

                           = 25000 * 1.33100

                           = 33275.

Therefore the required amount = 33275 rupees.

Answer 2

A N S W E R :

• The required answer is 33275 Rs

Given :

• Principal = 25,000
• Rate = 20%
• Compounded half yearly = 20/2
• Time = 11/2 = 3/2
• Compound half yearly = 3 years

To find :

• Find Amount of money ?

$\large\star$ As we know that,

$\large\dag$ Formula Used :

• $\boxed{\bf{A\:=\:P\bigg(1\:+\:\dfrac{r}{100}\bigg)^n}}$$\large\dag$

Solution :

:$\implies{\sf{25000\bigg(1\:+\:\bigg(\dfrac{20}{200}\bigg)\bigg)}}$

$~~~~~:\implies{\sf{25000\bigg(1\:+\:\cancel{\dfrac{20^{1}}{200^{10}}}}\bigg)}$

$~~~~~~~~~~:\implies{\sf{25000\bigg(1\:+\:\bigg(\dfrac{1}{10}\bigg)\bigg)}}$

$~~~~~~~~~~~~~~~:\implies{\sf{25000\bigg(\dfrac{11^3}{10^3}\bigg)}}$

$~~~~~~~~~~~~~~~~~~~~:\implies{\sf{25000\:×\:1.33100}}$

$~~~~~~~~~~~~~~~~~~~~~~~~~:\implies{\underline{\boxed{\frak{\pink{33275}}}}}$★

$\large\therefore$ Hence,

• ${\underline{\sf{The\: required\: amount\:is\; \bf{33275\:Rs.}}}}$