In our class, we covered three types of floating$-$point number representations: Standard$/$General Form, Normalized Form, and Denormalized Form, with parameters $\backslash$beta $=2,$ m $=3,$ and $2<=$ e $<=4.$ Now, answer the following:

What are the maximum$/$largest and minimum$/$smallest numbers that can be stored in the system by these three forms if the system has negative support? Express your answers in decimal values.