Select the best English interpretation of the given arguments in predicate logic. (Dx: x is a dancer; Wx: x is a weakling; Ax: x plays volleyball; m: Marina; g: Georgia)
Dm
(∀x)(Wx ⊃ ~Dx)
(∀x)Wx ∨ Ag	/ (∃x)Ax
(A)Marina is a dancer. Some weaklings are not dancers. Either everything is a weakling or Georgia plays volleyball. So something plays volleyball. (B)Marina is a dancer. No weakling is a dancer. Everything is either a weakling or plays volleyball. So something plays volleyball. (C)Marina is a dancer. Some weaklings are not dancers. Everything is either a weakling or plays volleyball. So something plays volleyball. (D)Marina is a dancer. No weakling is a dancer. Either everything is a weakling or Georgia plays volleyball. So something plays volleyball.
D