The sum of the direction cosine of z-axis is ?
could you please elaborate on your question
Sir this much is the question.
The question is incorrect.
No sir I have given the question from a book.
do you know what direction cosines are?
yes...... but unable to solve it :(
well what is it?
Wouldn't it just be zero? If we do it in cartesian coordinates the dot product of the unit vectors with the z-axis will all be zero, except the z unit vector. The direction cosine is thus the solution to \(\cos x=1\), which is zero (if we disregard the "whole turn" solutions). So the sum must also be zero.
But from the definition of direction cosines it seems pretty trivial.
@dape the direction cosine of z axis would be cos 90 and sum is a function that takes two parameters the question is invalid
Yeah, the question is not clear at all.
Ok... I'll talk to the teacher tomorrow. Thanks Anyways
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