Applications of Derivatives

Practice Questions

GRE Subject Test: Math › Applications of Derivatives

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1

For which of the following functions can the Maclaurin series representation be expressed in four or fewer non-zero terms?

2

For which of the following functions can the Maclaurin series representation be expressed in four or fewer non-zero terms?

3

Find the interval of convergence for of the Taylor Series $\sum_{n=0}^{\infty }n!(x-5)^n$ .

4

Find the interval of convergence for of the Taylor Series $\sum_{n=0}^{\infty }n!(x-5)^n$ .

5

Write out the first four terms of the Taylor series about for the following function:

6

Write out the first four terms of the Taylor series about for the following function:

7

Find the minimum of the function:

8

Find the minimum of the function:

9

Write out the first three terms of the Taylor series for the following function about :

10

Write out the first three terms of the Taylor series for the following function about :

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