[img]data:image/png;base64,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[/img]

The area of this shape is 24 square units. Which of these statements is true about the area? Select [b]all [/b]that apply.[br][br][img]data:image/png;base64,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[/img]

Which shape has a larger area: a rectangle that is 7 inches by [math]\frac{3}{4}[/math] inch, or a square with side length of [math]2\frac{1}{2}[/math] inches? Explain your reasoning.