Answer
a. $\forall x$, if x is an equilateral triangle, then x is isosceles.
$\forall$ equilateral triangles x, x is isosceles.
b. $\forall x$, if x is a computer science student, then x needs to take data structures.
$\forall$ computer science students x, x needs to take data structures.
Work Step by Step
A statement of the form $\forall x \in U$, if $P(x)$ then $Q(x)$
can always be rewritten in the form:
$\forall x \in D$, $Q(x)$
by narrowing $U$ to be the domain $D$ consisting of all values of the variable $x$ that make $P(x)$ true.
