Find the Taylor polynomial P2 (a ) for va of degree 2 centered at the point 16. (1) 4+ 20 1 x + 2000 23 (2) 4+ 50 1 8000 2:2 (3) 4- + 1 4000 x2 + 100 (4) 4+ (x- 16) + (x-16)2 (5) 4+ (x - 16) + 1 512 (x - 16)2 (6) 4+ (2 - 16) + 1 636 (x - 16)2 ( 7 ) 4+ 1 20 (x - 16) + 300 (x - 16)2 (8) 4 - (x - 16) + 1 300 (x - 16)2 (9) 4+ (x - 16) - 1 512 (x - 16)2 OC (10) 4+ 1 20 (x - 16) - 636 (x - 16)2Use Taylor's theorem to determine the optimal constants K and L such that P2013) + K(16 ac)3