 \qquad \left( n=0,0,\ldots \right) .$$  Letting $\delta =0,\;\beta \rightarrow \infty $ in Theorem $\ref{thm0}$, we have the following coefficient bounds for close-to-convex functions of order $\alpha $.  Let $\alpha $ be a real number such that $0\leq \alpha <0$ and let the function $f\in \mathcal{A}$ be defined by $(\ref{0.0})$. If $f\in \mathcal{C}(\alpha 