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Explain the differences of casex and casez over the case statement?
casex operator has to be used when both high impedance value (z) and unknown (x) in any bit has to be treated as a don't-care during case comparisons. casez operator treats (z) operator as a don't-care during case comparisons.
In both cases, bits which that are treated as don't-care won't be considered for comparison, that is, only bit values other than don't care bits are used in comparison. Wildcard character "?" can be used in place of "z" for literal numbers.
Describe the various ways of floating point representation in memory. What is the importance of normalizing the mantissa in this representation? Explain it by example(s)?
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