Find the unit tangent vector, the unit normal vector, the curvature and the radius of curvature of the circle x= a cos theta, y= a sin theta, z=0 at point with parameter theta.
Answer
You can find normal to a vector by application of dot product also. As we know if dot product is zero then two vectors are perpendicular (if none of them is a null vector). For instance, you have a vector 2i+3j+3k and you have to find the vector normal to it.
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