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What is the perimeter of rectangle EFGH? /10+ /29 units 2/10 + 2/29 units 22 units 39 units G= -3,4 (top left) F= -4, 1 (bottom left) H= 2,2 (top right) E = 1. -1 (Bottom Right)

Ross Pratt

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Ross Pratt on June 6, 2018

We need to identify the perimeter of the rectangle EFGH that has the points in the following way:G (-3, 4)H (2, 2)And (1, -1)F (-4, 1)The distance of the EF, we have:d2 = (-4-1) 2 + (1--1)2 = 25 + 4 = 29d = √29the distance from the point F to the point G: d2 = (-4--3)2 + (1-4)2 = 1 + 9d = √10Hence, we can solve for the perimeter of the following:Perimeter of EFGH = 2L + 2WPerimeter EFGH = 2(√29) + 2(√10)Perimeter of EFGH = 17.09 unitsThe answer is the second option in the options or the letter B, which is 2√10 + 2√29 units.


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