Given the followiGiven the following variable declarations:

$x=27$

$y=-1$

$z=32$

$b=$ False

Which expressions are evaluated to True $($Choose all that apply$)$

not $b$

$bor$ True

$x>y$ and $y>z$

$x==yorxz$

not $x\%2==0$

$x\%20$ and $b$

$b$ and not $b$

$bor$ not $b$

$x0$ and $y<mn>0</mn>$

A complex expression can be negated using a set of rules known as De Morgan's laws $($the

answer must be all lower cases$)$