Home > APCALC > Chapter 12 > Lesson 12.2.1 > Problem 12-71
12-71.
The function
What are the coefficients of the first-degree and second-degree terms of
? Use those coefficients to determine if has a local maximum, local minimum or neither at . Justify your answer. Expand the Maclaurin series for
out to four terms to create a fifth-degree Taylor polynomial centered at , . Then write the antiderivative of .