explain how a vector can be resolved into its rectangular components in three dimensions ?
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explain how a vector can be resolved into its rectangular components in three dimensions ?
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Answer:
If we join a perpendicular line from vector to three axes the x-axis, y- and z-axis will be adjacent lines in the respective triangles and hence the components of vector along three axes will be, And by using trigonometric cosine law i.e. Hence, i.e. magnitude of vector.
Explanation:
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Answer:
Through the point, O two mutually perpendicular axis X and Y are drawn. From the point P, two perpendicular, PN and PM are dropped on X and Y axis respectively. The vector →Ax is the resolved part of →A along the X – axis
Explanation:
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