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# Tutorial Problems 6.pdf

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School
University of Toronto St. George
Department
Physics
Course
PHY131H1
Professor
Birn
Semester
Winter

Description
Department of Mathematics, University of Toronto MAT223H1S - Linear Algebra I Winter 2013 Tutorial Problems 6 1(a) Find parametric equations of the line passing through (3;▯1;▯3) that is perpendicular to, and inter- sects, the line passing through (3;▯2;4) and (0;3;5). 1(b) Find an equation of the plane through (▯2;3;4) and perpendicular to the line through (4;▯2;5) and (0;2;4). Note: You can solve these problems using the dot product only - you do not need to use the cross product. 2. Find the shortest distance from the point (2;3;▯1) to the plane 3x ▯ 2y + z = 0. What is the point on the plane
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