vector P is equal to 6 i + 4 root 2 + 4 root 2 k makes angle with Z axis is
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(Vector p).k=(modp)cosx
Modp=sqroot(36+32+32)=10
(4root2)÷10=2root2÷5=cosx
X is cosinverse (2root2)/5
Modp=sqroot(36+32+32)=10
(4root2)÷10=2root2÷5=cosx
X is cosinverse (2root2)/5
Answered by
0
Answer:
angle is cos theetha
cos theetha = a vector / a vector mode i.e. a
= 6 i cap plus 4 root 2 j cap plus 4 root 2 k cap / a vector mode i.e. 10
= 4 root 2 / 10
= 2 root 2 / 5 ( ans)
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