In this paper, a brief study of certain properties of bounded turning functions is carried out. Furthermore, bound to the famous Fekete – Szegö functional H_2 (1)=|a_3-ta_2^2 |, with t real and the Second Hankel Determinant H_2 (2)=|a_2 a_4-a_3^2 | for functions of bounded turning of order β associated with Sălăgean differential operator are obtained using succinct mathematical approach.

In this paper, a brief study of certain properties of bounded turning functions is carried out. Furthermore, bound to the famous Fekete – Szegö functional H_2 (1)=|a_3-ta_2^2 |, with t real and the Second Hankel Determinant H_2 (2)=|a_2 a_4-a_3^2 | for functions of bounded turning of order β associated with Sălăgean differential operator are obtained using succinct mathematical approach.

In this paper, a brief study of certain properties of bounded turning functions is carried out. Furthermore, bound to the famous Fekete – Szegö functional H_2 (1)=|a_3-ta_2^2 |, with t real and the Second Hankel Determinant H_2 (2)=|a_2 a_4-a_3^2 | for functions of bounded turning of order β associated with Sălăgean differential operator are obtained using succinct mathematical approach