Question

The annual salary of Ram is increased from Rs 2,40,000 to Rs 3,00,000. Find the Percentage of increase​

Answer 1

Answer:

Annual salary of ram = ₹ 2,40,000

Salary increased = ₹ 3,00,000

Percentage increase =

$\ \\ \frac{increased \: value \: - \: original \: value}{original \: value} \times 100$

$\huge = \frac{300000 - 240000 }{ 240000 } \times 100$

$\huge = \frac{60000}{240000} \times 100$

By cutting the zeros

$\huge = \frac{6}{24} \times 100$

See the attachment in case of the division process

$\huge = 3 \times 100$

$\huge = 300$

Therefore, 300% increase

Answer 2

Given: The annual salary of Ram is increased from Rs$2,40,000$ to Rs $3,00,000.$

We have to find the percentage of increase​ in Ram's salary.

We are solving in the following way:

We have,

The annual salary of Ram is increased from Rs$2,40,000$ to Rs $3,00,000.$

The percentage of increase​ in Ram's salary will be:

$\begin{array}{l}=>\frac{\text { increased value }-\text { original value }}{\text { original value }} \times 100 \\\\=>\frac{300000-240000}{240000} \times 100 \\\\=>\frac{60000}{240000} \times 100\end{array}$

Solving the above equation further we get,

$=>25$%

Hence,  the percentage of increase​ in Ram's salary will be$25$%.