“…Authors [8] solve the Apostol-Euler-Dunkl polynomials with applications to series involving zeros of Bessel functions, and author in [9] describe the growth of polynomials outside of a compact set-The Bernstein-Walsh inequality revisited, and further, the authors [10] deal with the approximation and Entropy Numbers of Embeddings Between Approximation Spaces. Many outputs of approximation techniques are widely used in mechanics, economics, mechatronics, robotics [11,12], instrumentation, technology [13,14,15], assembly [16,17], informatics [18,19] etc. The general disadvantage of all methods is that they have miscalculations.…”