An office supply store offers banner printing services. The store charges $4 to print each one-foot-long section of a banner that is three feet tall. Which graph represents the cost to print a three-foot-tall banner that is x feet long?

The store charges $4 to print each one-foot-long section of a banner that is three feet tall. Let x be the length of three-foot-tall banner. Then:
1. for 0<x<1, the price is $4;
2. for 1≤x<2, the price is $(4+4)=$8;
3. for 2≤x<3, the price is $(8+4)=$12 and so on.
The graph that satisfies these conditions is C.
Answer: correct choice is C.
The graph that represents the cost to print a three-foot-tall banner that is x feet long is; Graph C
We are given;
Store charges to print each one-foot-long section of a banner = $4
Height of banner = three feet tall.
Now, Let x be the length of three-foot-tall banner. Thus;
For the interval 0 < x < 1, the price is $4
For the Interval 1 ≤ x <2, the price is; $(4 + 4)=$8;
For the interval 2 ≤ x <3, the price will be; $(8 + 4) = $12
Looking at the given graphs, and the interval coordinates given above, we can say that only graph C represents the cost to print a three-foot-tall banner that is x feet long.
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