the perimeter of a rectangle is 64m.if one side of a rectangle is other side is its area
Answers
Step-by-step explanation:
Given data , Perimeter of the rectangle= 64 m.
One side of the rectangle = 20m.
Find out :- the measures of other sides = ? and the area = ?
Let suppose that we have a rectangle of Length L and width W of Area A and Perimeter P.
And now suppose that one side of the rectangle which is given in question be L.
Then, Perimeter = 2(L + W)
64 = 2(20 + W)
20 + W = 32
W = 32–20= 12m
W = 12 meter is one of the main answer because it is the other side of the rectangle.
Now, we shall calculate the Area of the rectangle A = Length (L) × Width (W)
Area A = 20 m × 12 m = 240 meter ^2
Area A = 240 meter ^2 is the another answer.
Answer:
suppose that we have a rectangle of Length L and width W of Area A and Perimeter P.
And now suppose that one side of the rectangle which is given in question be L.
Then, Perimeter = 2(L + W)
64 = 2(20 + W)
20 + W = 32
W = 32–20= 12m
W = 12 meter is one of the main answer because it is the other side of the rectangle.
Now, we shall calculate the Area of the rectangle A = Length (L) × Width (W)
Area A = 20 m × 12 m = 240 meter ^2
Area A = 240 meter ^2 is the another answer.
I hope that your doubt will be cleared up.
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