Let f"" (t) = 9t-3t. (a) Find the most general formula for f" (1). If an arbitrary constant must be used here, use an upper-case "C". f"(t) = 9t^2/2-2t^(3/2)+C (b) Based on your answer to (a), find the most general formula for f' (t). If another new arbitrary constant must be used here, use an upper-case "D". f' (t) = (c) Based on your answer to (b), find the most general formula for f(t). If another new arbitrary constant must be used here, use an upper-case "E". f(t) = (1 point) Find f if f"(x) = sin x + cos x, f'(0) = 9, and f(0) = 10. Answer: f(x) = || (1 point) Find the function with derivative f'(x) = ex that passes through the point P = (0, 8/3). f(x) =