Truth table for $\left(\neg r \vee \left(r \wedge \neg s\right)\right) \leftrightarrow \neg \left(r \wedge s\right)$

The calculator will generate the truth table for the given logic formula $\left(\neg r \vee \left(r \wedge \neg s\right)\right) \leftrightarrow \neg \left(r \wedge s\right)$, with steps shown.

Related calculator: Boolean Algebra Calculator

Expression:

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Ordering:

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$\neg$, not, ~	$\wedge$, and	$\vee$, or	$\uparrow$, nand	$\downarrow$, nor	$\leftrightarrow$, =, xnor
$\rightarrow$, =>	$\leftarrow$, <=	$\nrightarrow$, -->	$\nleftarrow$, <--	$\oplus$, xor	$\top$, T	$\bot$, F

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