Which statement is true of a rectangle that has an area of 4x2 + 39x – 10 square units and a width of (x + 10) units? the rectangle is a square. the rectangle has a length of (2x – 5) units. the perimeter of the rectangle is (10x + 18) units. the area of the rectangle can be represented by (4x2 + 20x – 2x – 10) square units.
Which Statement Is True Of A Rectangle That Has An Area Of 4X2 + 39X – 10 Square Units And A Width Of (X + 10) Units? The Rectangle Is A Square. The Rectangle Has A Length Of (2X – 5) Units. The Perimeter Of The Rectangle Is (10X + 18) Units. The Area Of The Rectangle Can Be Represented By (4X2 + 20X – 2X – 10) Square Units.
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Which Statement Is True Of A Rectangle That Has An Area Of 4X2 + 39X – 10 Square Units And A Width Of (X + 10) Units? The Rectangle Is A Square. The Rectangle Has A Length Of (2X – 5) Units. The Perimeter Of The Rectangle Is (10X + 18) Units. The Area Of The Rectangle Can Be Represented By (4X2 + 20X – 2X – 10) Square Units.. See the explanation, examples and evidence from verified experts and. The units are in place to give an indication of the order of the calculated results.
Is a Square a Rectangle? Yes or No? — Mashup Math from www.mashupmath.com
The answer is option c, the perimeter of the rectangle is (10x+18) units. Note that units of length are shown for convenience. The rectangle has a length of.
The Answer Is Option C, The Perimeter Of The Rectangle Is (10X+18) Units.
The rectangle is a square. They do not affect the calculations. The units are in place to give an indication of the order of the calculated results.
Note That Units Of Length Are Shown For Convenience.
See the explanation, examples and evidence from verified experts and. See answer see answer see answer done loading question: The rectangle is a square.
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Find out which statement is true of a rectangle with given area and width. The rectangle is a square. The rectangle has a length of.