  Main purpose of this paper is to reconstruct generating function of the
Bernstein type polynomials. Some properties this generating functions are
given. By applying this generating function, not only derivative of these
polynomials but also recurrence relations of these polynomials are found.
Interpolation function of these polynomials is also constructed via Mellin
Transformation. This function interpolates these polynomials at negative
integers which are given explicitly. Moreover, relations between these
polynomials, the generalized Stirling numbers, and Bernoulli polynomials of
higher order are given. Furthermore some applications associated with B\'ezier
curve are given.
