Math, asked by queen3861, 15 days ago

Lalita on 60 thousand per month and her salary increased to 75 thousand per month what is the percentage increase​

Answers

Answered by Syamkumarr
0

Answer:

There is a 25% increase in Lalita's salary.

Step-by-step explanation:

Lalita's salary which she received earlier = Rs. 60000

Lalita's salary which she now receives = Rs. 75000

Therefore, increase in her salary = New salary - Original salary

=> increase = 75000 - 60000

                   = 15000

We know that increase% = \frac{increase}{original} * 100

                                          = \frac{15000}{60000} * 100

                                          = \frac{1}{4} * 100

                                          = 25

Therefore, there is a 25% increase in Lalita's salary.

Answered by mahakulkarpooja615
0

Answer:

∴ Lalita's salary is increased by 25%.

Step-by-step explanation:

  • In context with question asked,
  • We have to find the percentage increase​ of salary of Lalita.
  • It is given that, initial salary = Rs. 60000

            Increased (new) salary = Rs. 75000

  • To find the percentage increase of salary, we have to first find the increment in the salary.
  • So,

      Increment in salary = New salary - Initial salary

                                   = 75000-60000

                                   = Rs. 15000

  • Now,

        % Increase in salary = \frac{15000}{60000} \times 100

                                      = \frac{1}{4} \times 100

                                      = 25%        

  • ∴ Lalita's salary is increased by 25%.
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