The coefficient of $$\(x^{2}\)$$ in the Maclaurin series for $$\(e^{\sin x}\)$$ is

Using the Limit Comparison Test, and will converge because I. The series behaves like . II. Applying L'Hôpital's rule gives a...

Leibniz's Theorem (Alternating Series Test of Convergence) says , and will converge because I. is positive. II. . III. .