The following questions involve bit operations on an $8-$bit number.

$($a$)(3$ marks$)$ The value a b c d e f g $h$ represents any $8-$bit binary

value. Using this value show a sequence of operations that using

bit operations and masks will set bits $2$ and $5,$ clear bit $1,$ and

toggle bit $4.$ None of the other bits should be affected.

$($b$)(3$ marks$)$ Next, demonstrate that your solution works by ap$-$

plying the sequence of operations and masks to the following $8-$

bit number: