# WA5 assignment sheet_MAT-232-jan18_nina.pdf - Name: Nina...

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WA 5, p. 1Name: Nina OdunlamiUniversity ID: 0653999Thomas Edison State UniversityCalculus II (MAT-232)Section no.: 2018NOV MAT-232-OL011 2018NOV Calculus II (MAT-232-OL011)Semester and year: NOVEMBER 2018Written Assignment 5Answer all assigned exercises and show all work. Each exercise is worth 5 points.*Submitting a graph is not required; however, you are encouraged to create one for your ownbenefit and to include (or describe) one if possible.Section 8.64.Determine the radius and interval of convergence.02kkkkx1limkkkaa11(1)()2lim( )()2kkkkkkxkx11(1)()2lim2( )()kkkkkkxkxlim12kx2x; convergesInterval of convergence (-2, 2) radius of convergence r=2
10.Determine the radius and interval of convergence.3
12.Determine the radius and interval of convergence.
1111( 1)(31)1lim( 1) (31)( 1)(31)lim( 1) (31)1kkkkkkkkkkxkxkxkxklim 311kx1311x 311x:23x311x :0xInterval of convergence203x2(0,)3Radius of convergence13r16.Determine the radius and interval of convergence.
24.Determine the interval of convergence and the function to which the given power seriesconverges.

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