The large rectangle shown consists of five congruent small rectangles. The longer dimension of the large rectangle is 15 mm. What is the area of one of the small rectangles?

To determine the area of one of the smaller rectangles in the larger rectangle, you divide the total length (15 mm) by the number of rectangles (5), giving a length of 3 mm for each small rectangle. The width is not provided, so the area formula would be 3 mm times the width in mm. ;

Answered by rawatsudheer305 | 2024-06-18

The area of one of the small rectangles that compose the larger rectangle with a longer dimension of 15 mm is 37.5 square millimeters.
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Answered by adipratapsingh12 | 2024-06-19

The area of one of the small rectangles is calculated as 3 mm multiplied by its width (w), which is unknown. Without the width, the area can only be expressed as 3 mm × w mm . To find the exact area, the width must be provided.
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Answered by rawatsudheer305 | 2024-11-02