Hexadecimal Notation

Commonly in the field of computer architecture it is much moreuseful to speak in base-16 instead of base-2, especially as theword-size gets larger. This allows for computer architects to breaklong strings of binary into groups of 4 bits.

Ex. 1110_0111 is the same as 0xE7

In this problem perform the necessary conversions to fill in thetable.

Note, when inputting binary you may include underscores('_') as a placeholder between every four bits as is done in theexample above. This, however, is not necessary to receive fullcredit

Binary Hexadecimal
a) 0xF866
b) 0xBD7A
c) 0x3AA1
d) 1101_0111_1010_1011 0x
e) 0111_1101_0000_1110 0x
f) 1010_0110_0001_0100 0x