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Given two points A an B. If area of triangle ABC is constant then locus of point C in space is
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Practice questions from similar books
Question 1
A and B are two points with coordinates and , respectively, in space. Let P and Q be feet of the perpendicular drawn from A and B to a line L whose direction ratios are l,m,n. Let be the angle between AB and L thenQuestion 2
If is a point on the line segment joining Q(2,2,4) and R(3,5,6) such that the projection of on the axes are respectively, then P divides QR in the ratio:
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| Question Text | Given two points A an B. If area of triangle ABC is constant then locus of point C in space is |
