Chapter 1.3, Problem 6E

Let $T=\left\{\text{17}\right\},U=\left\{\text{6}\right\},V=\left\{\text{24}\right\}$ , and $W=\left\{\text{2},\text{ 3},\text{ 7},\text{ 26}\right\}$ . In which of these four different universes is the statement true?
(a) $\left(\exists x\right)$ (x is odd $\Rightarrow x>\text{8}$ ).
(b) $\left(\exists x\right)$ (x is odd $\wedge x>\text{8}$ ).
(c) $(\forall x)$ (x is odd $\Rightarrow x>\text{8}$ ).
(d) $(\forall x)$ (x is odd $\wedge x>\text{8}$ ).