Create a graph of your equation from part b. (A monthly service fee to download e-books is $4.95, plus $3.99 pre book to download. Write an equation that represents the total cost c, in a month when B books are downloaded. Explain how your equation represents the problem) Is your graph discrete or continuous? Explain why you choose his type of graph PLEASE HELP ASAP I NEED HELP PLZ HELP ME PLZZZZ I WILL MRK U BRAINLIEST PLZZZZZZZZ

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c = 3.99b + 4.95
The graph is continuous
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Fixed fee = $4.95

Fee per book = $3.99

Equation, if b books are downloaded and c is the total cost.

c = 4.95 + 3.99b

My equation represents the problem because $4.95 is the fixed fee for every month, but to download each ebook, we have to pay $3.99 for each book. Fixed fee ($4.95) will remain the same irrespective of the number of books downloaded. But the sum of fee for each ebook, will be the number of ebook (b) multiplied by the cost for each ebook ($3.99). Total cost (c) will be the fixed fee + the sum of fee for each ebook. So, this equation represents the problem.

The graph is attached.

The graph is discrete, because every point on the graph cannot be a possible solution of the equation. Downloading some part of a book does not makes sense.

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