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9x+3y+12=0,18x+6y+24=0...

`9x+3y+12=0,18x+6y+24=0`

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Prove that the following lines are concurrent. Also, find the point of concurrence : 2x+3y-4=0,x-5y+ 7=0, 6x- 17y + 24=0 .

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A point equidistant from the lines 4x+3y+10=0, 5x-12y+26=0 and 7x+24y-50=0 is:

Prove that (-1, 4) is the orthocentre of the triangle formed by the lines whose equations are : x-y+1=0, x-2y + 4=0 and 9x - 3y + 1 =0.

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