Question: *cos(2) /sin(x) dr (a) Let u = sin(x) (b) Then du = cos(x) dx (c) If x = 0, then u = sin(0) =

*cos(2) /sin(x) dr (a) Let u = sin(x) (b) Then du =

*cos(2) /sin(x) dr (a) Let u = sin(x) (b) Then du = cos(x) dx (c) If x = 0, then u = sin(0) = 0. (d) If x= , then u = sin(T) = 0 (e) Now substitute

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