find the value of k such that the line x-1 = y-2 = z-k and the plane 3 1 5 2x-y-z+10 = 0 intersect only at one pin .
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Originally Posted by fastman390 find the value of k such that the line x-1 = y-2 = z-k and the plane 3 1 5 2x-y-z+10 = 0 intersect only at one pin . I don't have time for a full solution,but try this converted the symmetric equations into parametric form and sub into the equation of the plane. see what happens Good luck.
Originally Posted by fastman390 find the value of k such that the line x-1 = y-2 = z-k and the plane 3 1 5 2x-y-z+10 = 0 intersect only at one pin . we have that setting each equal to t we can get the parametric form. doing the same for the others gives plugging these into the equation of the plane gives
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