Question: Hi, can you please help with question 2. Please keep any response easy to follow along with. Thank you! Q).#2 Alternate Approach for Trig Integrals

Hi, can you please help with question 2. Please keep any response easy to follow along with. Thank you!

Hi, can you please help with question 2. Please keep any responseeasy to follow along with. Thank you! Q).#2 Alternate Approach for Trig

Q).#2 Alternate Approach for Trig Integrals (not included on exams) Trig integrals also can be done using Reduction Formulas, for example : cos" x dx= - cos 1 (n-1) n -1 x sin x + [cos ("-2) x dx 17Final Answer a) evaluate this integral using the above reduction formula Final Answer b) evaluate this integral using the usual approach Final Answer c) show that results from (a) & (b) are equal. To do this, you may need to use cos x = 1 - sin x. Ignore, just see work at left

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