Question

Salaries of usha and eesha is ratio 2:3. If the salaries of each is increased by 4000

Answer 1

Answer:

same 2;3

Step-by-step explanation:

Answer 2

Question:

Salaries of Usha and eesha are in ratio 2:3. If the slaries of each is increased by Rs 4000, the new ratio becomes 40:57. What is Eesha's present salary?  

Answer:

Eesha's present salary is 34000.

Step-by-step explanation:

Salaries of usha and eesha is ratio 2:3.

Let, salary of Usha = 2x and salary of Eesha = 3x

Salaries increased by Rs 4000.

According to the question, New ratio is 40 : 57

And according to the given question -

( 2x+4000 ) / ( 3x+4000 ) = 40/57

⇒ 57 ( 2x+4000 ) = 40 ( 3x+4000 )

⇒ 120x - 114x = 228000 - 160000

⇒ 6x = 68000

⇒ x = 68000 / 6 = 11333.33

Salary of Sumit 3x = 3(11333.33) = Rs 34000.

Salary of Sumit 3x = 3(11333.33) = Rs 34000.