Question: Please answer are odd numbers 36, 38, 40, 42, 44, 46, 48, 50 Please do it on paper bc it's really hard to understand when

Please answer are odd numbers 36, 38, 40, 42, 44, 46, 48, 50 Please do it on paper bc it's really hard to understand when is written on here. Also, please show step by step how you got that answer. I'm gonna provide some examples.

Please answer are odd numbers 36, 38, 40, 42, 44, 46, 48,50 Please do it on paper bc it's really hard to understandwhen is written on here. Also, please show step by step howyou got that answer. I'm gonna provide some examples. 3 ) y

3 ) y = ( 1 - 2 x ) 5 5 he Chain hole F = 1 - 2 X ( ) = - 2 K = 55 y) = 55 [ 1- 2x] ? (-2) st Y= - 10 [ 1 - 2 x 7541 5 ) y = sec 2 x -110 ( 1- 2x ] Rewrite y = (secx ) 2 Rule 5 f = secx J f t - secxtanx ( 1 ) 2 - 1 1 = 2 y = 2 [ secx ] ' ( secxtanx ) 7 / y= 1 - 3 x =( 1- 3) /2 5 F = 1 - 3 x F ) = - 3 19 = 1/2 dy = 4 [1 - 3 x ]12-' ( -3) dx = = 3 ( 1 - 3 * ) /2 " ) f ( x ) - 2 Two ways 3 x 2 + 1 chain Rule mewrite : 2 (3 x2 + 7 ) f = 3 x 2 + 1 ( ) = 3 ( 2 ) x = 6x 19 = - 1 1-1 3 - 2 2 . - 1. 6 - 12 F ) ( x ) = 2 ( - 1) ( 3 x2 +1) (6 x) = 12x (3 * 2 + 4 ) - 2 morningNo Date ( = 1 / 2 17 ) 5 ( + ) = t 1 2 + + 3 = + ( 2+ + 3) 1/2 function F = + ( ) = 1 / 1-1 a variable R Q = (2+ +3)12 G" = 3 (at+3)12 (2) = 9 m = 2+ +3 m 1 = 2 n =1( at + 3 ) 72 = 0 ' ) 2 = f g + fg . S' ( T ) = 1 ( 2 t + 3 ) 3+ t ( at+ 3) -1/2 13 ) s ( t ) = sin ( 1 7 + 1) 6 3 U = 1I t + 11 10 0' = 11 6 3 6 d = ( cos ( 1 + + 1 ) I) 17) y = v 1 - CSCx Rewrite = ( 1- (sex ) 1/2 4th Rule D f = 1 - ( sex) F ) = + es(xcotx -1 - y' = = [1-(scx ] csex cotx36. f(x) = tan(xVx - 1) 37. r(x) = x(0.01x2 + 2.391x - 8.51)S 38. r(x) = (3.21x - 5.87)3(2.36x - 5.45)5 39. y = Vcot 5x - cos 5x 40. y = cot x - sin(cos2x) 41. y = sin(sec*(x2)) 42. f(x) = VV2x +3+1 43. g(x) = VV x2 + 2+ 1 X 44 . y (x + sin x)2 sin3x 45. y = x2 + 5 46. y = tan?(Vt + 2) 47. f(x) = cot3(x sin(2x + 4))148 Chapter 2 Differentiation 48. y = V2 + cost 49. y = Vsec*x + x 50. y = Vx + csc x Find ay du du ' dy . and dy dx 51. y = Vu and u = x2 - 1 15 52. y = =3 and i = 2x + 1 53. y = u50 and u = 4x3 - 2x2 u+1 54. y = u - 1 and u = 1 + Vx 55. y = u(u + 1) and u = x3 - 2x 56. y = (u + 1) (u - 1) and u = x3 + 1 57. Find an equation for the tangent line to the graph of y = Vx2 + 3x at the point (1, 2). 58. Find an equation for the tangent line to the graph of y = (x3 - 4x)10 at the point (2, 0). 59. Find an equation for the tangent line to the graph of y = x V2x + 3 at the point (3, 9). 50. Find an equation for the tangent line to the graph 2x + 3 \\3 of y = x - 1 at the point (2, 343). 61. Find an equation for the tangent line to the graph of f(x) = sinkx at the point (-7/6, 1/4). 62. Find an equation for the tangent line to the graph of f(x) = x sin 2x at the point (7, 0)

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