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If b + c = 17 and b is $90 per case and c is $20 per case, how would you write an equation for the following statement: Had 3 more cases of ice cream been sold, ice cream would have represented 1/2 of the total cases sold last month.

User Shrishinde
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Answer: b+3/b+c = 1/2

Explanation:

"b + c = 17" represents the total cases sold last month.

"b is $90 per case" implies that the cost of each case of ice cream is $90.

"c is $20 per case" implies that the cost of each case of something else (not ice cream) is $20.

Now, let's write an equation for the statement: "Had 3 more cases of ice cream been sold, ice cream would have represented 1/2 of the total cases sold last month."

First, let's consider the number of ice cream cases sold. If we had sold 3 more cases of ice cream, it would be (b + 3) cases of ice cream.

Next, we need to consider the total number of cases sold, including ice cream and something else. From the given information, this is (b + c).

The statement also says that "ice cream would have represented 1/2 of the total cases sold last month." This means the number of ice cream cases sold would be half of the total cases sold. Mathematically, we can express this as:

b+3/b+c = 1/2

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