A poster is 3 inches long. it is 4 times as wide as it is long find the perimeter and area of the poster?
So we know that the width is 12 because 4 x 3 = 12. The formula to find the perimeter is Length + length + width + width. So you would do 3 + 3 + 12 + 12 = 30. Therefore the perimeter is 30 inches
Following are the calculation of the area and perimeter of the given poster:
Given:
Length of poster=3 inches
The width of the poster is 4 times wide as the length.
To find:
area=?
perimeter=?
Solution:
Length=\(\bold{3 \ inches}\)
Width=\(\bold{4 \times 3 = 12\ inches}\)
Using formula:
\(\bold{Area= length \times width} \\\\\bold{perimeter= 2(length+width)}\)
Following are the calculation of the area and perimeter:
Area\(=\bold{ 3\times 12 = 36 \ inches^2}\)
Perimeter \(=\bold{ 2(3+12)= 2(15)=30 \ inches}\)
Therefore the answer is "36 and 30".
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