- - - Department of Mathematics, University of Kashmir, Hazratbal, Srinagar, India
- - - Department of Mathematics, University of Kashmir, Hazratbal, Srinagar, India

Let P be a complex polynomial of the form P(z)=z\displaystyle\prod_{k=۱}^{n-۱}(z-z_{k}),where |z_k|\ge ۱,۱\le k\le n-۱ then P^\prime(z)\ne ۰. If |z|<\dfrac {۱}{n}. In this paper, we present some interesting generalisations of this result.

Critical points, Sendove's Conjecture, Coincidence theorem of walsh