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If a statement b has truth value False and (ЁЭСЭтИзЁЭСЮ)тЖФЁЭСЯ has truth value True then which of the following has truth value true?

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If a statement b has truth value False and \[(p\wedge q)\leftrightarrow r\] has truth value True, then which of the following has truth value True?

рдкрд░реНрдпрд╛рдп

  • \[(p\wedge q)\]

  • \[(p\vee r)\]

  • \[(p\wedge r)\]

  • \[(p\wedge r)\rightarrow(p\vee r)\]

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рдЙрддреНрддрд░

\[(p\wedge r)\rightarrow(p\vee r)\]

Explanation:

Since q is \[\mathrm{F\Rightarrow p\wedge q\equiv F}\]

Since \[\mathrm{(p\wedge q)\leftrightarrow r~is~F\Rightarrow r\equiv F}\]

p can be T or F

\[(p\wedge r)\] will always be F

\[\Rightarrow(\mathfrak{p}\wedge\mathfrak{r})\to(\mathfrak{p}\vee\mathfrak{r})\] will always be T.

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