$(35$ points$)$ Complete the following table by writing different representations of a number in different columns of each row. Write $$overflow$$ or $$underflow$$ if the representation doesn$$t exist.

Note: Each representation can show numbers between a min value and a max value. If the number exceeds the max value, then overflow happens and if the number is less than the min value, then underflow happens. For example, integers greater than $127$ cause an overflow for $8-$bit two$$s complement representation; while integers less than $-128$ cause an underflow for the same representation.

Please answer filling out table. context of whats asked of the question is above and the table to complete for the question is in the picture attached, thank you