Abstract: For $0<\alpha\le 1$, $0\le\lambda\le 1$ and $\beta>0$, let $MS(\Phi,\Psi;\lambda,\alpha,\beta)$ be the class of functions defined in the open unit disc $D$. Sharp upper bound is obtained for the functional $|a_{3}-\mu a_{2}^2|$ when $\mu\ge 1$.
Keywords: Analytic functions, normalised, functions, univalent functions.
Classification (MSC2000): 30C45
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