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Store x x in an 8 - bit memory location using unsigned representation? Show your work? x x = ( ? ? ? ) 2

Store xx in an 8-bit memory location using unsigned representation? Show your work?
xx=(???)2
Store -xx in an 8-bit memory location using sign-and-magnitude representation? Show
your work?
-xx=(???)2
Store -xx in an 8-bit memory location using two's complement representation? Show
your work?
-xx=(???)2
Where xx= the last 2 digits of your student number. Example -xx=-76. If you have
one/two digits 0 s, use 5/55 instead of zeros digits X5/5X/55.
Retrieve the integer that stored as 11101111 in memory in unsigned format? Show your
work?
(11101111)2=(???)
Retrieve the integer that stored as 11101111 in memory in sign-and-magnitude format?
Show your work?
(11101111)2=(???)
Retrieve the integer that stored as 10110101 in memory in two's complement format?
Show your work?
(10110101)2=(???)
Using floating-point representation (IEEE_127)(single precision), show the process how
(-xx.xx) is represented?
Where xx.xx= the last 2 digits of your student number. Example -xx.xx=-76.76(no
more than 4 digits in the fractional parts)
The number (47802D58)?16 is stored in floating-point representation (IEEE_127). Show
the process to retrieve the original decimal number?
Hint: 1) convert hexadecimal to binary
use IEEE standards
Use the last digit of your student number as X-bit memory location in two's complement.
a) How many different patterns (symbols) can be represented using x bits?
b) show the range for all numbers that can be represented (minimum and maximum
values)?
c) Show the binary representation of the first two numbers and the last two numbers?
d) Discuss when an overflow would happen?
If x2, use x=5.
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