Use and the values below to answer the following
questions.
Part A: Create a polynomial approximation P 4(x) of the Taylor series
generated by f(x) at x = 0.
Part B: Find the general term Pn (x) of the series in part a ( assuming the pattern continues).
Part C: What is the interval of convergence of the general term in part b ?
Part D: Using the information from the previous parts, show that
Part E: Using the general term, Pn(x), you found in part b, determine if is absolutely or conditionally convergent. What is the value of Show your work that leads to your conclusion.