Amit was given an increment of 20- on his salary- If his new salary is Rs-30600- what was his salary before the increment-

Question

Toppr Admin · Accepted Answer

Let the salary before increment - xincrement - 20 - of x-xA0-gt- 20 -100 -xD7- x-xA0-gt- x-5-gt- given that if his new salary is-xA0- rs- 30600-xA0-gt- the new salary is also - x - x-5- the increment in the salary -gt- 6x5 - 30600-gt- 6 x - 30600-xD7- 5-gt- x - 30600-xD7-56x - 25-500

Amit was given an increment of 20% on his salary. If his new salary is Rs.30600, what was his salary before the increment?

Let the salary before increment = x
increment = 20 % of x
=> 20 /100 × x
=> x/5
=> given that if his new salary is rs. 30600
=> the new salary is also = x + x/5( the increment in the salary )
=> $\frac{6 x}{5}$ = 30600
=> 6 x = 30600× 5
=> x = 30600× $\frac{5}{6}$
x = 25,500

Amit was given an increment of 20% on his salary. If his new salary is Rs.30600, what was his salary before the increment?

Let the salary before increment = xincrement = 20 % of x => 20 /100 × x => x/5=> given that if his new salary is rs. 30600 => the new salary is also = x + x/5( the increment in the salary )=> 6x5 = 30600=> 6 x = 30600× 5=> x = 30600×56x = 25,500

Let the salary before increment = x
increment = 20 % of x
=> 20 /100 × x
=> x/5
=> given that if his new salary is rs. 30600
=> the new salary is also = x + x/5( the increment in the salary )
=> $\frac{6 x}{5}$ = 30600
=> 6 x = 30600× 5
=> x = 30600× $\frac{5}{6}$
x = 25,500