I understand how to find real and imaginary parts of regular complex exponentials using Euler's formulas, but this one stumps me:
$$6e^{-0.3t+0.8 \pi t j}$$
By using rules of exponents, I can do the following:
$$6e^{-0.3t}e^{0.8\pi t j}$$
And from here I'm stuck because the "$t$" in both exponents screws me up. Any insight is greatly appreciated, thank you!
(I'm sorry for the ugly equation formatting, Stack Exchange doesn't allow me to post equation pics until I have a certain reputation)