Evaluate the definite integral: ∫(-(π)/(9))^((π)/(9)) ((sin9t)i+
(cos9t)j+(10t)k)dt

A) ∫(-(π)/(9))^((π)/(9)) sin(9t)dt i + ∫(-(π)/(9))^((π)/(9)) cos(9t)dt j + ∫(-(π)/(9))^((π)/(9)) 10t dt k
B) ∫(-(π)/(9))^((π)/(9)) sin(9t)dt i + ∫(-(π)/(9))^((π)/(9)) cos(9t)dt j + 5t^2 k
C) ∫(-(π)/(9))^((π)/(9)) sin(9t)dt i + ∫(-(π)/(9))^((π)/(9)) cos(9t)dt j + 5t^2/2 k
D) ∫(-(π)/(9))^((π)/(9)) sin(9t)dt i + ∫(-(π)/(9))^((π)/(9)) cos(9t)dt j + 5t^3/3 k