In Problems 33-40, apply the Chain Rule more than once to find the indicated derivative. 33....

  

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In Problems 33-40, apply the Chain Rule more than once to find the indicated derivative. 33. D.[sin (x²+ 3x)] 35. D.[sin³ (cost)] 37. D[cos (sin ²)] d dx 39. (sin[cos(sin 2x)]} 34. D.[cos(4r - 19)] 36. D.[cos¹(+1)] 38. D.[x sin² (2x)] 40. dt {cos²[cos (cos 1)]} In Problems 33-40, apply the Chain Rule more than once to find the indicated derivative. 33. D.[sin (x²+ 3x)] 35. D.[sin³ (cost)] 37. D[cos (sin ²)] d dx 39. (sin[cos(sin 2x)]} 34. D.[cos(4r - 19)] 36. D.[cos¹(+1)] 38. D.[x sin² (2x)] 40. dt {cos²[cos (cos 1)]}

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To find the derivatives using the Chain Rule we need to apply it multiple times where necessary Lets ... View the full answer