Integration of trigonometric functions &#x222B;<!-- ∫ --> ( y cos &#x2061;<!-- ⁡ --

ban1ka1u

ban1ka1u

Answered question

2022-07-04

Integration of trigonometric functions
( y cos ( x ) + sin ( y ) + y ) d x

Answer & Explanation

tilsjaskak6

tilsjaskak6

Beginner2022-07-05Added 14 answers

Since the integral is with respect to x, we may regard y as a constant. Thus,
( y cos x + sin y + y ) d x = y sin x + x sin y + y x + C
Where C , y R
Remember, if α R , then
α f ( x ) d x = α f ( x ) d x
Now, think of α as your y in your specific problem.

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