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To find a shape with a perimeter of 30 feet and an area of 35 square feet, we can consider a rectangle. If we denote the length as ( l ) and the width as ( w ), we have the equations ( 2l + 2w = 30 ) for the perimeter and ( l \times w = 35 ) for the area. Solving these equations, we can find specific dimensions, but there are multiple combinations that could satisfy these conditions, such as a rectangle or other shapes. However, achieving both the exact area and perimeter might require specific dimensions that may not correspond to a simple geometric figure.

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1w ago

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Perimeter and area are not sufficient to determine the shape of a figure.


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Area is the amount of square units in a 2-D shape, and perimeter is the distance around a shape


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If you want to enclose a certain area, the shape that does it with the shortest perimeter is a circle.


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The perimeter has nothing to do with the area you have to times the width times height times length and that will give you the area of the shape