for statments $$ p, q $$ and $$ r $$, use a truth table to show that each of the following pairs of statments is logically equivalent. d) $$ p \Rightarrow\left(q^{v} r\right) $$ and $$ (7 r) \Rightarrow(p \Rightarrow q) $$.

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Mcdonald Mcfarlane · Accepted Answer

The truth tables for $$ p \Rightarrow (q \vee r) $$ and $$ (p \Rightarrow q) \Rightarrow r $$ show that they have the same truth values for all combinations of $$ p $$, $$ q $$, and $$ r $$. Thus, the statements are logically equivalent.

for statments \( p, q \) and \( r \), use a truth table to show that each of the following pairs of statments is logically equivalent. d) \( p \Rightarrow\left(q^{v} r\right) \) and \( (7 r) \Rightarrow(p \Rightarrow q) \).

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for statments \( p, q \) and \( r \), use a truth table to show that each of the following pairs of statments is logically equivalent. d) \( p \Rightarrow\left(q^{v} r\right) \) and \( (7 r) \Rightarrow(p \Rightarrow q) \).

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