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Find the equation of a line which passes through point (1, 7) and is perpendicular to the line formed by the equation -2x + -10y = -9. Express it in slope-intercept form.
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Put (1,7) in\[y -y _{1}=m(x -x _{1})\]
dasd
dasd
By the way, what is dasd?
slope is y=1/5x+0.9 slope =1/5 1/5 * x =-1 x=-5 slope 2:=-5 -5(x,y)(1,7) y-7 =-5 ---- x-1 y-7=-5x+5 y=-5x+12
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Slope of given equation is -1/5
perpendicular should multiply to -1 -1/5 * x=-1
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