This is a graded discussion: 10 points possible Week 6 Discussion Forum Be sure to follow...

 
 

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This is a graded discussion: 10 points possible Week 6 Discussion Forum Be sure to follow all the Discussion Forum Instructions to earn credit for this and every week's Discussion Forum. After posting your solution (which is your initial reply), please comment on at least one of your classmates' posted solution. Once you post your solution to the problem that you have solved. you will then be able to read other classmates' posts. Note: to post click "Reply" at the bottom. Please answer the question below: When m is odd, we can integrate / sin" (x) dx by letting u = cos(x). Why does have to be odd for this trick to work? Make sure to justify your answer. In your reply to your classmates, consider discussing why you agree or disagree with the justification they gave for their answer. E This is a graded discussion: 10 points possible Week 6 Discussion Forum Be sure to follow all the Discussion Forum Instructions to earn credit for this and every week's Discussion Forum. After posting your solution (which is your initial reply), please comment on at least one of your classmates' posted solution. Once you post your solution to the problem that you have solved. you will then be able to read other classmates' posts. Note: to post click "Reply" at the bottom. Please answer the question below: When m is odd, we can integrate / sin" (x) dx by letting u = cos(x). Why does have to be odd for this trick to work? Make sure to justify your answer. In your reply to your classmates, consider discussing why you agree or disagree with the justification they gave for their answer. E

Answer rating: 100% (QA)

efs sinx dx When m is odd we can integrate by letting or substituting U cosx This happen ... View the full answer