Question 3 a. A method of completely specifying the direction of a vector in space relative to some reference point is to use three unit vectors ik mutually at right angles to each other. If a = ai+a,j+a,k and b=b+bj+b,¢ are two vectors (i) show that the angle between the two vectors is given as ab.+ a,b, + a,b, 4,6,- 0 = cos COS (ii) Find 0, if f a = 1, a, = 5, a = 2, b, = 7, b; = 1.5), b = 4

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EEE204 JULY 202 (Compatibilty Mode) HWord (Product Activation Failed)
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Question 3
a.
A method of completely specifying the direction of a vector in space
relative to some reference point is to use three unit vectors j.k
mutually at right angles to each other.
If a = ai+a,j+a,k and b=6,+bj+b, are two vectors
(i) show that the angle between the two vectors is given as
4.b.+ a,b, + a,b,
0 = cos
(ii) Find 0, if a, = 1, a, = 5, a, = 2,
b, = 7, b; = 1.5, b, = .4
Transcribed Image Text:EEE204 JULY 202 (Compatibilty Mode) HWord (Product Activation Failed) SIGN PAGE LAYOUT REFERENCES MAILINGS REVIEW VIFW Question 3 a. A method of completely specifying the direction of a vector in space relative to some reference point is to use three unit vectors j.k mutually at right angles to each other. If a = ai+a,j+a,k and b=6,+bj+b, are two vectors (i) show that the angle between the two vectors is given as 4.b.+ a,b, + a,b, 0 = cos (ii) Find 0, if a, = 1, a, = 5, a, = 2, b, = 7, b; = 1.5, b, = .4
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