A vector vecA makes on angle 30^(@) with the y-axis in anticlockwise direction. Another vector vecB makes on angle 30^(@) with the x-axis in clockwise direction. Find angle between vectors vecA and vecB.

A vector vecA makes on angle 30^(@) with the y-axis in anticlockwise d

1.	A vector vecA makes on angle 30^(@) with the y-axis in anticlockwise direction. Another vector vecB makes on angle 30^(@) with the x-axis in clockwise direction. Find angle between vectors vecA and vecB.
Answer» Solution : From the diagram angle between `VECA and VECB` is `30^(@)+90^(@)+30^(@)=150^(@)`