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Explanation:

Let us assume the two vectors as P and Q.

The figure representing the two vectors is given below:

two vectors as P and Q

Let the angle between these two angles be θ. According to the law of vector addition, the diagonal of the parallelogram represents the resultant of the two vectors which are present on the adjacent sides of the parallelogram.

A perpendicular BC is drawn to the extended side AC of the parallelogram.

From the triangle OCB,

two vectors as P and Q

Final Answer:

Hence, the derivative of the two vectors is two vectors as P and Q and the angle between them is two vectors as P and Q

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