10. Given points. P(2,5,-1). Q(-1,-4,1), and 7(5,0,2), find: (a) the vector Reg: (b) a unit vector in the direction of Regi (c) the length of the perimeter of the triangle PQT; (d) the interior angle at Q: (e) the vector projection of Reo on Rer: (f) the length of the altitude of the triangle that extends from Q perpendicularly to the opposite side or its extension.
10. Given points. P(2,5,-1). Q(-1,-4,1), and 7(5,0,2), find: (a) the vector Reg: (b) a unit vector in the direction of Regi (c) the length of the perimeter of the triangle PQT; (d) the interior angle at Q: (e) the vector projection of Reo on Rer: (f) the length of the altitude of the triangle that extends from Q perpendicularly to the opposite side or its extension.
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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Question
![10. Given points. P(2,5,-1), Q(-1,-4,1), and 7(5,0,2), find: (a) the vector Reg: (b) a unit
vector in the direction of Regi (c) the length of the perimeter of the triangle PQT;
(d) the interior angle at Q: (e) the vector projection of Reo on Rer: (f) the length of the
altitude of the triangle that extends from Q perpendicularly to the opposite side or
its extension.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe8c27cf4-22d1-441b-b7ad-8240de57e70c%2F0d1a0bc9-bf27-488e-8d7a-453f8a0a7c33%2Fqoqox5a_processed.jpeg&w=3840&q=75)
Transcribed Image Text:10. Given points. P(2,5,-1), Q(-1,-4,1), and 7(5,0,2), find: (a) the vector Reg: (b) a unit
vector in the direction of Regi (c) the length of the perimeter of the triangle PQT;
(d) the interior angle at Q: (e) the vector projection of Reo on Rer: (f) the length of the
altitude of the triangle that extends from Q perpendicularly to the opposite side or
its extension.
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