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Given-the-lines-l-1-x-y-5-and-l-2-y-4x-and-l-3-4x-y-1-0-show-that-l-2-is-perpendicular-to-l-3-find-the-point-coordinates-if-x-2y-5-is-colliner-to-l-1-




Question Number 39127 by Rio Mike last updated on 02/Jul/18
Given the lines  l_1 :  x + y = 5 and l_2 : y = 4x  and l_3 ; 4x + y − 1 =0  show that l_(2 )  is perpendicular  to l_3 .  find the point coordinates  if x + 2y = 5 is colliner to l_1
Giventhelinesl1:x+y=5andl2:y=4xandl3;4x+y1=0showthatl2isperpendiculartol3.findthepointcoordinatesifx+2y=5iscollinertol1
Commented by mondodotto@gmail.com last updated on 03/Jul/18
two lines are said to be perpindicular if product of their   gradient equals (−1)  from l_2  gradient is 4 and  l_3  gradient is (−4) then  product of these gradient is not (−1)  ∴ l_(2 )  and l_3  not perpendicular lines
twolinesaresaidtobeperpindicularifproductoftheirgradientequals(1)froml2gradientis4andl3gradientis(4)thenproductofthesegradientisnot(1)l2andl3notperpendicularlines

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