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The image of the line on x-axis is then the value of
detailed solution
Correct option is D
To get the image of any line L1=0 with respect to the other line L2=0 then find the equation of the line passing through images of any two points on the line L1=0 with respect to the line L2=0Two points on the line x−y+3=0 are 0,3 and 1,4The image of a point a,b on x-axis is a,−bHence the images of 0,3 and 1,4 on x-axis are 0,−3 and 1,−4Equation of the line passing through the points 0,−3 and 1,−4 is y+3=−4+31−0x−0y+3=−xx+y+3=0 Compare this with px+qy+r=0, Hence p=1,q=1,r=3.Therefore p+q+r=1+1+3=5Talk to our academic expert!
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The images of on the line is and the image of Q on the line is R. Then the midpoint of PR is
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