(c) For the IEEE standard (1985) for double-precision (64-bit) arith- metic, find the smallest, positive number and the largest number representable by a system that follows this standard. Do not find their decimal values, but simply represent the numbers in the following format: (0.1d₁...dm). Be-exponent Bias Be mindful of the conditions for representing +inf and ±0 in this IEEE stan- dard.

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(c)
For the IEEE standard (1985) for double-precision (64-bit) arith-
metic, find the smallest, positive number and the largest number representable
by a system that follows this standard. Do not find their decimal values, but
simply represent the numbers in the following format:
±(0.1d₁...dm) ge-exponent Bias
Be mindful of the conditions for representing ±inf and ±0 in this IEEE stan-
dard.
(d)
In the above IEEE standard, if the exponent bias were to be
altered to exponent Bias= 500, what would the smallest, positive number and
the largest number be? Write your answers in the same format as in part (c).
Note that the conditions for representing +inf and ±0 are still maintained as
before.
Transcribed Image Text:(c) For the IEEE standard (1985) for double-precision (64-bit) arith- metic, find the smallest, positive number and the largest number representable by a system that follows this standard. Do not find their decimal values, but simply represent the numbers in the following format: ±(0.1d₁...dm) ge-exponent Bias Be mindful of the conditions for representing ±inf and ±0 in this IEEE stan- dard. (d) In the above IEEE standard, if the exponent bias were to be altered to exponent Bias= 500, what would the smallest, positive number and the largest number be? Write your answers in the same format as in part (c). Note that the conditions for representing +inf and ±0 are still maintained as before.
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