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Let's walk you through this step by step.

Let A = average monthly sales for the year. So total annual sales = 12A.

Now let's convert each piece of information into totals:

1) Sales in December = D (what we want to find)

2) December sales = Total sales from January to May. So Jan-May total also equals D.

3) Average monthly sales for June-July is 25% less than A = 0.75A. Since that's the average over 2 months, the total for June + July = 2 × 0.75A = 1.5A.

4) Average monthly sales for August-November is 20% more than A = 1.2A. Since that's the average over 4 months, the total for Aug through Nov = 4 × 1.2A = 4.8A.

Now, the entire year must add up to 12A:

Jan-May + Jun-Jul + Aug-Nov + December = 12A

D + 1.5A + 4.8A + D = 12A

2D + 6.3A = 12A

2D = 5.7A

D = 5.7A / 2 = 57A / 20

So the ratio of December sales to the average monthly sales = D / A = 57 / 20, which is 57:20.

Answer: C

Key Insight: Since December sales EQUALS the Jan-May total, you can replace Jan-May with D. That gives you an equation with just one unknown, making it easy to solve.
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In a company, in the year 2016, the sales in December were equal to the total sales during January to May. The average monthly sales during June and July was 25% less than the average monthly sales for the year. The average monthly sales during August to November was 20% more than the average monthly sales for the year. What was the ratio of the sales in December to the average monthly sales for the year?

A. 13 : 10
B. 49 : 20
C. 57 : 20
D. 63 : 20
E. 63 : 10

C is the correct answer choice.

Video explanation:

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