Write an Equivalent Statement That Does Not Use the If$\text { Use the fact that } p \rightarrow q \text { is equivalent to } \sim p \vee q \text {. }$

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The Answer of Write an Equivalent Statement That Does Not Use the If$\text { Use the fact that } p \rightarrow q \text { is equivalent to } \sim p \vee q \text {. }$

Write an Equivalent Statement That Does Not Use the If $\text { Use the fact that } p \rightarrow q \text { is equivalent to } \sim p \vee q \text {. }$

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Write an Equivalent Statement That Does Not Use the If Use the fact that p→q is equivalent to ∼p∨q. \text { Use the fact that } p \rightarrow q \text { is equivalent to } \sim p \vee q \text {. } Use the fact that p→q is equivalent to ∼p∨q.

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Write an Equivalent Statement That Does Not Use the If $\text { Use the fact that } p \rightarrow q \text { is equivalent to } \sim p \vee q \text {. }$