Question B2 Consider the vectors, 3 p= and q= 2 (i) Compute 3p - 5q. (ii) Find the length of p, that is pl, and give a unit vector in the direction of p. (iii) Compute the scalar product p.q. (iv) Computer the vector product px q. (v) Using the results of the previous two parts (iii) and (iv) find the tangent (tan) of the angle between the two vectors p and q. (vi) Compute the vector triple product, px (px q).

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter8: Applications Of Trigonometry
Section8.4: The Dot Product
Problem 48E
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Solve all parts kindly . These are too much easy so plz solve correctly all
Question B2 Consider the vectors,
3
p=
and q=
2
(i) Compute 3p - 5q.
(ii) Find the length of p,
that is p, and give a unit vector in the direction of p.
(iii) Compute the scalar product p.q.
(iv) Computer the vector product px q.
(v) Using the results of the previous two parts (iii) and (iv) find the tangent (tan) of the
angle between the two vectors p and q.
(vi) Compute the vector triple product, px (px q).
Transcribed Image Text:Question B2 Consider the vectors, 3 p= and q= 2 (i) Compute 3p - 5q. (ii) Find the length of p, that is p, and give a unit vector in the direction of p. (iii) Compute the scalar product p.q. (iv) Computer the vector product px q. (v) Using the results of the previous two parts (iii) and (iv) find the tangent (tan) of the angle between the two vectors p and q. (vi) Compute the vector triple product, px (px q).
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