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Chapter 8: Q. 55 (page 692)

Find the Maclaurin series for the functions in Exercises 51鈥�60

by substituting into a known Maclaurin series. Also, give the

interval of convergence for the series.

18+x3

Short Answer

Expert verified

Soltution will be provided later

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Most popular questions from this chapter

In exercises 59-62 concern the binomial series to find the maclaurin series for the given function .

1(1+x)2

In Exercises 41鈥�48 find the fourth Taylor polynomial P4(x)for the specified function and the given value of x0.

48.sin3x,蟺6

In Exercises 23鈥�32 we ask you to give Lagrange鈥檚 form for the corresponding remainder, R4(x)

cosx

In Exercises 23鈥�32 we ask you to give Lagrange鈥檚 form for the corresponding remainder, R4(x)

tan-1x

Find the interval of convergence for each power series in Exercises 21鈥�48. If the interval of convergence is finite, be sure to analyze the convergence at the endpoints.

鈭�k=0鈭�k!xk
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