Mathematics, 28.09.2020 05:01 3boys33
The equation for line G is given by 5y=-2x-205y=β2xβ20. Suppose line G is parallel to line R, and line E is perpendicular to line G. Point (-10, 8) lies on both line R and line E. Choose the correct equation for R and E from the choices below. Line E: y=\frac{5}x+33y= x 5 +33 Line R: y=-\frac{2}{5}x+4y=β 5 2 x+4 Line E: y=\frac{5}{2}x+33y= 2 5 x+33 Line R: y=-\frac{2}x+4y=β x 2 +4 Line R: y=-\frac{5}{2}x+8y=β 2 5 x+8
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The equation for line G is given by 5y=-2x-205y=β2xβ20. Suppose line G is parallel to line R, and li...
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