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how do i show that two lines in 3D are the same?
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L1 : x = 1 + 3t, y = −2 + t, z = 2t L2 : x = 4 − 6t, y = −1 − 2t, z = 2 − 4t
do i equate the 2 xs , the 2 ys, and the 2 zs like 1+3t=4-6t 9t=3 t=1/3 x=1+3(1/3)==>x=2 x=4-6(1/3)===>x=2 y=-2+(1/3)==>y=-5/3 y=-1-2(1/3)==>y=-5/3 and z=2(1/3)==>z=2/3 z=2-4(1/3)==>z=2/3 i think thats the way it shd be done....
@welshfella
looks good to me
you have shown that the x , y and x values are same
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