Exercise 13C page: 678 - BYJU'S...= ½ [∫e – x cos 6x dx + ∫e – cos 2x dx] Taking first function as cos 6x and cos 2x and second function as e –x Now by solving both parts
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156 Section 4.1 Chapter 4 () More Derivativesdy dy du dx du dx = 62 6 6 662 (cos ) ( ) (sin)() sin sin ( ) dd ux du dx u u x =+ =− =− =− + (b) t dy dy du dx du dx = ππ 231
![Exercise 13C page: 678 - BYJU'S...= ½ [∫e – x cos 6x dx + ∫e – cos 2x dx] Taking first function as cos 6x and cos 2x and second function as e –x Now by solving both parts](https://static.documents.pub/doc/80x56/6091af253889841ce13a8ff4/exercise-13c-page-678-byjus-ae-a-x-cos-6x-dx-ae-a-cos-2x.jpg)
![3.5: Derivatives of Trigonometric Functions · Part 2 The Other Basic Functions ABriefReview Recall the derivatives of sin(x) and cos(x): d dx [sin(x)] = cos(x) d dx [cos(x)] = sin(x)](https://static.documents.pub/doc/80x56/5f4a9734fae87c301577fcbc/35-derivatives-of-trigonometric-functions-part-2-the-other-basic-functions-abriefreview.jpg)
