ON THE POSITION VECTOR OF SURFACE CURVES IN THE EUCLIDEAN SPACE

ON THE POSITION VECTOR OF SURFACE CURVES IN THE EUCLIDEAN SPACE

AA Shaikh, PR Ghosh

We study curves on a surface whose position vectors lie in the plane generated by any two vectors among T, N and T× N. We find the distance function, tangential, normal and binormal components of the position vectors of such curves and obtain a