Consider the following predicates:

$P(x)$:$x$ is a monkey,

$Q(x)$ : $x$ is a Math Graduate Student,

$R(x)$:$x$ is from the $23$rd century,

$S(x)$:$x$ likes to eat pizza

Where $x$ ranges over all living things.

Express the following using quantifiers, logical connectives, and$/$or the above predicates

$($a$)$ No monkeys like to eat pizza.

$($b$)$ Jimmy is a monkey.

$($c$)$ All math graduate students are monkeys.

$($d$)$ No one from the $23$rd century likes pizza.

$($e$)$ Translate into English:

$[EEx,R(x{)}^{{?}^{?}}$notQ$(x)]LongrightarrowAAx,(P(x)LongrightarrowS(x))$