The angle between two vector I+j and j+k is
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Answered by
2
Hi friend here is your answer.
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cosx=[(i+j).(j+k)]/2=1/2
cosx=cos60°
x=60° ans.
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Answered by
0
Angle θ between the vectors (i+j) & (j+k) such that 0≤θ≤π is given by dot product as follows
(i+j)⋅(j+k)=i⋅j+j⋅j+i⋅k+j⋅k
|i+j||j+k|cosθ=1
2–√2–√cosθ=1
2cosθ=1
cosθ=12
cosθ=cos60∘
θ=60∘
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