Complex Negations Choose the correct symbolization.

Each sentence contains a formula of the form ~p&~q or ~(p&q). The first pattern means "negate both" components; the second means "negate at least one." The strategy is to identify simple sentences, and then to use your intuitive understanding to decide how many should be negated. The point of the strategy is to imagine that you hear the sentence in conversation. If so, what would it mean?