Ch 10 Approximating Functions Using Series

10.2 Taylor Series

Please show work and answer with it

36 1296 By recognizing the series 1 - (-1) " (6) 2n + +. . . as 2! 4! (2n)! a Taylor series evaluated at a particular value of x, find the sum of the series. NOTE: Enter the exact answer or round to three decimal places. The series converges to36 1296 By recognizing the series 1 - (-1) " (6) 2n + +. . . as 2! 4! (2n)! a Taylor series evaluated at a particular value of x, find the sum of the series. NOTE: Enter the exact answer or round to three decimal places. The series converges toPrevious question 2 CO 4 (-1)" () n+1 By recognizing + -. . . + +. . . as 11 2 3 n +1 a Taylor series evaluated at a particular value of x, find the sum of the series. NOTE: Enter the exact answer. The series converges to