A line OP through origin O is inclined at 300and450→OXandOY, respectivley. Then find the angle at which it is inclined to OZ˙

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A line {O}{P} through origin {O} is inclined at {30}^{{0}}{a}{

Question

A line $O P$ through origin $O$ is inclined at $30^{0} a n d 45^{0} \to O X a n d O Y,$ respectivley. Then find the angle at which it is inclined to $O Z ˙$

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A line

O P

through origin

O

is inclined at

30^{0} a n d 45^{0} \to O X a n d O Y,

respectivley. Then find the angle at which it is inclined to

O Z ˙

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Question Text

A line

O P

through origin

O

is inclined at

30^{0} a n d 45^{0} \to O X a n d O Y,

respectivley. Then find the angle at which it is inclined to

O Z ˙