Evaluate the integral: ā« sinĀ¹Ā²(x) cosāµ(x) \, dx. Express numbers in exact form and use symbolic notation and fractions where needed. Use C for the arbitrary constant. Absorb into C as much as possible.
Which of the following options correctly represents the integral?
A) ā« sinĀ¹Ā²(x) cosāµ(x) \, dx
B) ā« sinĀ¹Ā²(x) cosāµ(x) \, dx + C
C) ā« sinĀ¹Ā²(x) cosāµ(x) \, dx - C
D) ā« sinĀ¹Ā²(x) cosāµ(x) \, dx + Cā
