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let p:Tanisha owns a convertible. q:Joan owns a Volvo. Translate each statement into symbols. Then construct a truth table for each and indicate under what conditions the compound statement is true. Tanisha does not own a convertible or Joan does not own a Volvo.
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\[\begin{matrix}p & q & \sim p \vee \sim q \\ T & T & F \\ T & F & T \\ F & T & T \\ F & F & T \end{matrix}\] Anytime there is a disjunction and not operators the statement is true in the presence of a false conditon.
nice latex
thanks
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