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Answer :
Final answer:
The poster's width is given as 212 in. shorter than the length. Substituting the width in the formula for perimeter of a rectangle, the equation becomes 2(l + l - 212) = 103. After simplification, the correct equation is 2(2l - 212) = 103.
Explanation:
In this problem, let's understand the relation between the width, length, and perimeter of a rectangular shape. The width is given as 212 in. shorter than the length, so we represent it as (l - 212). The perimeter of a rectangle is calculated with the formula 2*(length + width). So by substituting the values, the equation becomes 2(l + l - 212) = 103. So, simplifying this equation, it becomes 2(2l - 212) = 103, which corresponds to option C.
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