College

Sticker Collection

Your sticker collection consists of 175 stickers. Each sticker is either an animated cartoon character or an animal. There are 43 fewer stickers that are animated characters than stickers that are animals. Let [tex]x[/tex] be the number of stickers that are animals.

Which equation correctly models this situation?

A. [tex]x - 43 = 175[/tex]
B. [tex]x + (x + 43) = 175[/tex]
C. [tex]x + (x - 43) = 175[/tex]

Answer :

Final answer:

The correct equation for the problem is x + (x-43) = 175, which represents the total number of stickers consisting of animal stickers and animated character stickers. Therefore Option (c) is correct

Explanation:

The problem involves figuring out what equation accurately represents the situation stated. Letting x represent the number of stickers that are animals, and denoting that there are 43 less stickers that are animated characters than there are animal stickers gives us the equation x + (x-43) = 175. This is because there are x stickers that are animals and x-43 stickers that are animated characters, and combined, they add up to the total sticker count of 175.

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