Which expression correctly gives the area of a rectangle?

Prepare for the Certify Teacher EC-6 (391) Mathematics Exam. Utilize multiple choice questions, flashcards, and explanations to excel in your assessment. Gear up for success!

Multiple Choice

Which expression correctly gives the area of a rectangle?

Explanation:
Area is found by multiplying the two side lengths of a rectangle. If you think of a rectangle with a length along one side and a width along the adjacent side, filling it with unit squares shows that the total number of squares equals length × width. This is the standard way to express the area of a rectangle. The other options refer to different concepts or use terms that aren’t as commonly used for this shape in basic geometry: 2 × (length + width) gives the perimeter, not area; length × height uses a different pair of dimensions; and base × height is a general formula for parallelograms, which can apply to a rectangle but is less typical in this context.

Area is found by multiplying the two side lengths of a rectangle. If you think of a rectangle with a length along one side and a width along the adjacent side, filling it with unit squares shows that the total number of squares equals length × width.

This is the standard way to express the area of a rectangle. The other options refer to different concepts or use terms that aren’t as commonly used for this shape in basic geometry: 2 × (length + width) gives the perimeter, not area; length × height uses a different pair of dimensions; and base × height is a general formula for parallelograms, which can apply to a rectangle but is less typical in this context.

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