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In a factory the workers number decreases in 8 : 7 and their wages also decrease in 7 : 2 ratio.Then find the changes in CTC [cost to company] of all workers combined.(A) Decrease 4 : 1 (B) Increase 1 : 4(C) Decrease 5 : 2 (D) Decrease 5 : 2

Question

In a factory the workers number decreases in 8 : 7 and their wages also decrease in 7 : 2 ratio.Then find the changes in CTC [cost to company] of all workers combined.(A) Decrease 4 : 1 (B) Increase 1 : 4(C) Decrease 5 : 2 (D) Decrease 5 : 2

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Solution

To find the changes in CTC (cost to company) of all workers combined, we need to consider the decrease in both the number of workers and their wages.

Given that the workers number decreases in an 8:7 ratio, this means that for every 8 workers, there are now only 7 workers.

Similarly, the wages decrease in a 7:2 ratio, which means that for every 7 units of wages, there are now only 2 units of wages.

To calculate the overall change in CTC, we can multiply the ratios together.

The combined ratio of the decrease in workers and wages is (8/7) * (7/2) = 4/1.

Therefore, the changes in CTC of all workers combined is a decrease in a 4:1 ratio.

So, the correct answer is (A) Decrease 4 : 1.

This problem has been solved

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