III = 11:11 1 Consider the vectors u= (3,1,4) and v = (-4,3,-1) aj Let L be the line through the point 0: (0,0,0) with direction vector u and let L₂ be the line through the point P: (2,5,7) with direction vector V. Determine the intersection of the lines. by Determine all vectors of length 1 that are orthogonal to both u and V. c Split u into two perpendicular components, One of which is parallel to vector v. O ייון 6 'יון
III = 11:11 1 Consider the vectors u= (3,1,4) and v = (-4,3,-1) aj Let L be the line through the point 0: (0,0,0) with direction vector u and let L₂ be the line through the point P: (2,5,7) with direction vector V. Determine the intersection of the lines. by Determine all vectors of length 1 that are orthogonal to both u and V. c Split u into two perpendicular components, One of which is parallel to vector v. O ייון 6 'יון
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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