Question

Three categories of employees get wages in the ratio of
1:2:3. If they get increments of 5%, what will be the new
ratio of their wages?
Need solving steps and Answer no Timepassers ​

Answer 1

Answer:

I attached a file

hope it helps u

if so mark as brainest

Answer 2

Wage of first category of employees = ₹x

Wage of second category of employees = ₹2x

Wage of third category of employees = ₹3x

Increment in first category of employees = 5% of ₹x = ₹x/20

Increment in second category of employees = 5% of ₹2x = ₹x/10

Increment in third category of employees = 5% of ₹3x = ₹3x/20

Wage of first category of employees after increment = ₹(x+x/20) =₹21x/20

Wage of second category of employees after increment = ₹(2x+x/20) =₹41x/20

Wage of third category of employees after increment = ₹(3x+3x/20) = ₹63x/20

LCM of 20,20,20 is 20

Ratio of the wages = 21x/20×20:41x/20×20:63x/20×20 = 21x:41x:63x = 21:41:63

The ratio of their wages after increment is 21:41:63