Let f(2)=v/2 sin (x+4) Answer the following. Show and explain your work. (a) Find the Taylor polynomial of order 4, generated by f(x) at x=0. (b) Describe the MacLaurin series of f (with or without...


Let f(2)=v/2 sin (x+4)<br>Answer the following. Show and explain your work.<br>(a) Find the Taylor polynomial of order 4, generated by f(x) at x=0.<br>(b) Describe the MacLaurin series of f (with or without the sigma<br>notation).<br>(Hint: What pattern do the derivatives of f at x=0 follow?)<br>(c) Does the MacLaurin series of f converges absolutely, converges<br>conditionally or diverges at x=1?<br>

Extracted text: Let f(2)=v/2 sin (x+4) Answer the following. Show and explain your work. (a) Find the Taylor polynomial of order 4, generated by f(x) at x=0. (b) Describe the MacLaurin series of f (with or without the sigma notation). (Hint: What pattern do the derivatives of f at x=0 follow?) (c) Does the MacLaurin series of f converges absolutely, converges conditionally or diverges at x=1?

Jun 04, 2022
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