Evaluate each definite integral. int sin x dx

Dolly Robinson 2021-02-08 Answered
Evaluate each definite integral.
sinxdx
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Willie
Answered 2021-02-09 Author has 95 answers

Evaluating sinxdx
it is known that ddxcosx=sinx therefore,
ddxcosx=sinx
dcosx=sinxdx
sinxdx=dcosx
sinxdx=dcosx[Integrating both sides]
sinxdx=cosx+C
Where C is arbitrary constant.
Result: sinxdx=cosx+C, Where C arbitrary constant.

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