Asked by chauneshia
given points : p (2,1) q (-4,2) m(5,3) find the coordinates of a point n such that pq and mn are parallel find coordinate of a point k such that mk is perpendicular to pq
Answers
Answered by
Damon
slope from p to q = (2-1)/(-4-2) = -1/6
so find n so that mn has slope of -1/6
pick any old n for n, for example x = 0
then
-1/6 = (Yn -3)/(0 - 5) = (Yn - 3) /-5
5/6 = Yn - 3
Yn = 3 5/6 = 23/6
so n (0, 23/6)
now do the same for slope = -1/(-1/6) = 6
so find n so that mn has slope of -1/6
pick any old n for n, for example x = 0
then
-1/6 = (Yn -3)/(0 - 5) = (Yn - 3) /-5
5/6 = Yn - 3
Yn = 3 5/6 = 23/6
so n (0, 23/6)
now do the same for slope = -1/(-1/6) = 6
Answered by
josh
hey damon i need help on mine
thank u
thank u
Answered by
chauneshia
so how do i find the slope?
Answered by
Damon
the slope of the perpendicular = -1/slope of original
m' = -1 / (-1/6) = 6
m' = -1 / (-1/6) = 6
Answered by
Damon
Oh, slope = (Y2-Y1)/(X2-X1)
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