Problem #1: Find a power series representation of the following function and determine the radius of convergence. f (x) = X 6+ (A) > 71=0 67 : R = 61/3 (B) (-1+1 xin 62+1: R=3 (0) > (1)" 67+T: R= 61/3 71=0 67+1 R=61/3 (E) > (-1)2: xin 00 71=0 61: R =61/3 (F) _ (-1)2+1237+1 R= 3 (G) Ms 3m 00 67: R= 3 (H) xin + 1 60 +1: R=3