MGF 1107 Lecture 10: Rule of 72 and Monthly Payments 10.3-10.4

2. U T,(z) for hequality to determine an n > 0 so that the Taylor polynomal 1 0 satisfies I cos 2 -T(2)1 S.0001. cos r at a

3. The 2nd-degree Taylor polynomial of cosa at 0 is 1 22. Use Taylors ineepuality to determine a d>o for which Icos - (1-/2)l S 001 fot all z in \-d.d.

C Secure https://bbcsulb desire2learn.com d리/le/content/4041/4Menontent 4441 994/View :: Apps D n son Sign ln Free Office 365 use f D office Hours Fall 20 Quest n n I ing Assignment 0 Mat Q Rev c Questions C Q o am Design &「 메 Csi 11 7 midterm FI * Retwr n the nelt a) f(x) = T-Tr 9. Find a power series representation for f(x) (at x 0) and give the interval of convergence. (b) f(x) =-77 (a) f(z) = ln (2-x) 10. Find the Taylor series for /(z)-nz: centered at (z = 2 11. (a) Find the Maclaurin series for f(x) V1 +r. (b) Use (a) to find f12) (0) 1/2 12. Approximate dx to three decimal places using power series ëƒ˜ë‰ 227 AM Type here to search

C Secure https://bbcsulb desire2learn.com d리/le/content/4041/4Menontent 4441 994/View :: Apps D n son Sign ln Free Office 365 use f D office Hours Fall 20 Quest n n I ing Assignment 0 Mat Q Rev c Questions C Q o am Design &「 메 Csi 11 7 midterm FI * Retwr n the nelt a) f(x) = T-Tr 9. Find a power series representation for f(x) (at x 0) and give the interval of convergence. (b) f(x) =-77 (a) f(z) = ln (2-x) 10. Find the Taylor series for /(z)-nz: centered at (z = 2 11. (a) Find the Maclaurin series for f(x) V1 +r. (b) Use (a) to find f12) (0) 1/2 12. Approximate dx to three decimal places using power series ëƒ˜ë‰ 227 AM Type here to search