$1.$ In the classes, we discussed three forms of floating number representations as shown

below, $(1)$ Standard$/$General Form, $(2)$ Normalized Form, $(3)$ Denormalized Form. Now, let$$s

take, $=2,$ m $=4$ and $-1$ e $5.$ Based on these, answer the following:

$($a$)(3$ marks$)$ What are the maximum$/$largest numbers that can be stored in the system by

these three forms defined above $($express your answer in decimal values$)?$

$($b$)(3$ marks$)$ What are the non$-$negative minimum$/$smallest numbers that can be stored in the

system by the three forms defined above $($express your answer in decimal values$)?$

$($c$)(4$ marks$)$ What are the maximum$/$largest and minimum$/$smallest numbers that can be

stored in the system by the three forms defined above if the system has negative support?