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find the mid point
x coordinants and y coordinant
you will get 2.5 and 5.5
mid point (2.5,5.5)
then find the slope of bisector
slope of given line (5-6)/(1-4)=1/3
by slope of bisector = -1/(1/3)
-3=(5.5 -y) /(2.5-x)
3x plus y minus 13 = 0
tranfer the formula into salope
3x+y-13=0
find the zero of this equation by y=MX+c
you will get (0,13)
it will help you
x coordinants and y coordinant
you will get 2.5 and 5.5
mid point (2.5,5.5)
then find the slope of bisector
slope of given line (5-6)/(1-4)=1/3
by slope of bisector = -1/(1/3)
-3=(5.5 -y) /(2.5-x)
3x plus y minus 13 = 0
tranfer the formula into salope
3x+y-13=0
find the zero of this equation by y=MX+c
you will get (0,13)
it will help you
Anonymous:
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here the answer is A
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