Find the vector equation for the line of intersection of the planes and , ,0 8, , . i think this problem have something to do with distance of point and plane.but that is just my guess
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Originally Posted by DMDil Find the vector equation for the line of intersection of the planes and , ,0 8, , . i think this problem have something to do with distance of point and plane.but that is just my guess Solve the second for x, then subs. into the first and solve for y. I got . If we let then the line is given by
Originally Posted by DMDil Find the vector equation for the line of intersection of the planes and , ,0 8, , . i think this problem have something to do with distance of point and plane.but that is just my guess The point is on both planes. The direction vector is , the cross product of the normals.
sorry guys,, i am little lost now...plz show more steps.. i understand that i have to take cross propuct of this <3,4,3> X<3,0,2> gives me <8, 3, -12> but i don't get how find this points (-1, 3/2, 0)
Last edited by DMDil; Feb 8th 2009 at 05:19 PM.
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