$z$ is odd

a$.z==2$

b$.z\%2==\frac{O}{?}$

c$.z**2==\frac{O}{?}$

d$.z\%2\frac{O}{?}$

e$.\frac{z}{\frac{?}{?}}2==\frac{O}{?}$

$($order shuffled$)$

$z$ is not greater than $y\text{'}$s square root

a$.,z>y***y$

b$.zzz>y,y==\frac{O}{?}y>\frac{O}{?},\frac{O}{?},y\frac{O}{?}y$

$d.,y\frac{O}{?}$

$e.,y\frac{O}{?}$

$(order$ shuffled$)z**z$

$c.z$ math.$sqrt(y)$

$d.z!>sqrt(y)$

$e.z>$ math.$sqrt(y)$

$(order$ shuffled$)$

$yis$ positive

$a.,y==\frac{O}{?}$

$b.y>\frac{O}{?}$

$c.y$

$d.,y\frac{O}{?}$

$e.,y\frac{O}{?}$

$(order$ shuffled$)$