The slope of the perpendicular line is -1 / (-8/13) = 13/8.
g(x) has the form (13/8)x + b
Since g(20) = 1, (13/8)(20) + b = 1
65/2 + b = 1
b = -63/2
So, g(x) = (13/8)x - 63/2
Susan A.
asked 09/20/19Find the equation of the linear function g that has g(20)=1 and that is perpendicular to m(w)=−8/13w−36.
The slope of the perpendicular line is -1 / (-8/13) = 13/8.
g(x) has the form (13/8)x + b
Since g(20) = 1, (13/8)(20) + b = 1
65/2 + b = 1
b = -63/2
So, g(x) = (13/8)x - 63/2
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