## The area of the quadrilateral shown is 252 square inches. What is the perimeter? (the width is 16.8 inches)

Question

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## Answers ( No )

C. 63.6 inches

That is because to find the length of the quadrilateral do this since you already know the width of the polygon:

252/16.8 = 15

Now that we know the length do this since this is the formula to find the perimeter or for me I would just 2x:

2(16.8) + 2(15) =

33.6 + 30 = 63.6

The perimeter of the quadrilateral is 63.6 inches

Answer:The answer is 63.6

Step-by-step explanation:In order to determine the area of the quadrilateral, we have

to know the values of its sides.The area of the quadrilateral is:a=

lengthof the quadrilateralb=

widthof the quadrilateralWe know the area and the width of the quadrilateral,

so we can determine its length:Then, the

perimeterof the quadrilateral is:P=2*a+2*b

P=2*15+2*16.8

P=63.6

Finally, the perimeter is 63.6