If x is the profit generated in the $$1^{st}$$ and $$2^{nd}$$ quarters and y is the profit generated in the $$3^{rd}$$ and $$4^{th}$$ quarters, then find which of the following relations is correct?

In the given pie charts , the percentage of revenue generated in four quarters of the year 2020 for a company is given.

The total revenue generated by the company was 225 million rupees in the year 2020. So, we have tabulated the revenue generated by the company in each quarter below.

Also, the second pie chart shows theprofit as a percentage of revenue generated for that respective quarter in 2020.

We have tabulated the profit generated by the company in each quarter below-

Now, on the basis of the information filled in the above table-

If x is the profit generated in the $$1^{st}$$ and $$2^{nd}$$ quarters and y is the profit generated in the $$3^{rd}$$ and $$4^{th}$$ quarters,

The value of x = 17.43+8.6 = 26.09

The value of y = 11.81+12.39 = 24.20

Hence, x > y (Option B is the correct answer.)