Prove that the lines 3x + y - 14 = 0, x - 2y = 0 and
3x - 8y+4= 0 are concurrent.
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Hey Mate✋✋✋........ Here I have tried to give you the most plausible answer.......
If You want to prove that two or more lines are concurrent then you need to prove that all of them passes from one single point or they intersect at a single common point now in order to prove that you need to draw graph of all these three lines into a graph paper. now to draw a graph of a linear equation in two variable you need to firstly find two or more solutions of that linear equation in two variable. in the adjacent picture I have given two solutions of all the three linear equations in two variable now using those solutions plot the the given six points on a graph paper and join them after joining them you will get the graph of all the lines. By seeing that You can tell whether the lines are concurrent or not.
I hope that it was helpful to you.............I tried my best.
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