Find an equation for the perpendicular bisector of the line segment whose endpoints are (1,-3)(1,−3) and (7,-7)(7,−7).

asked Jul 3, 2022 98.8k views

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Answer:

y=(3)/(2) x-11[

Explanation:

$y-(-7-3)/(2) =(-1)/((-7-(-3))/(7-1) ) (x-(7+1)/(2) )\\y+5=(6)/(4) (x-4)\\y=(3)/(2) x-11[$

Nmu answered Jul 9, 2022

by Nmu

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