Find derivatives for the functions. Assume a, b, c, and k are constants. \(y=17x+24x^{1x2F2}\)

Find the derivatives F'(t) and F''(t) for each of the following complex-valued functions of the real variable t. (a)\(\displaystyle{F}{\left({t}\right)}={e}^{{{\left({1}−{i}\right)}{t}}}\) (b)\(\displaystyle{F}{\left({t}\right)}={e}^{{{3}{i}{t}}}\) (c) \(\displaystyle{F}{\left({t}\right)}={e}^{{{\left({2}+{3}{i}\right)}{t}}}\)