SOLUTION: Find an equation describing all points P(x,y) equidistant from Q(-3,4) and R(1,-3). (use the general equation of a line - input the numerical coefficient of each term of the equati
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-> SOLUTION: Find an equation describing all points P(x,y) equidistant from Q(-3,4) and R(1,-3). (use the general equation of a line - input the numerical coefficient of each term of the equati
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Question 1118726: Find an equation describing all points P(x,y) equidistant from Q(-3,4) and R(1,-3). (use the general equation of a line - input the numerical coefficient of each term of the equation below)
Answer: _____x -_____ y + _____= _____ Answer by Alan3354(69443) (Show Source):
You can put this solution on YOUR website! Find an equation describing all points P(x,y) equidistant from Q(-3,4) and R(1,-3)
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It's the perpendicular bisector of PQ.
