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A company sells mugs for a price of $10 each. In one month, the company sells 1,000 mugs. After doing research, the company realizes that for every $2 price increase per mug, it will sell 5 fewer mugs per month. The expression (1,000−5x)(10+2x) represents the situation.

Which two statements are true?

Responses

A. The term 2x represents the number of mugs sold.
The term 2 x, [if gte msEquation 12]>2x

B. The term 2x represents the price of each mug.
The term 2 x, [if gte msEquation 12]>2x

C. The term (1,000−5x) represents the number of mugs sold.
The term open paren 1 comma 000 minus 5 x close paren, [if gte msEquation 12]>(1,000-5x)

D. The term (10+2x) represents the price of each mug.
The term open paren 10 plus 2 x close paren, [if gte msEquation 12]>(10+2x)

E. The term (10+2x) represents the number of mugs sold.

1 Answer

5 votes
The two true statements are:

C. The term (1,000−5x) represents the number of mugs sold.

D. The term (10+2x) represents the price of each mug.