If f" (x) = cos(I); f(0) = -1, f'(0) = -9, and f"(0) = 3, then what is f(I)? O f(x) = sin(x) + 312-8x -1 O f(I) = - cos(I) + 81 -1 O f(x) = - sin(I) + 81 - 1 O f(I) = - Cos(I) +