Truth table for $$$\left(\left(p \wedge \left(g \vee \neg p\right)\right) \wedge \left(g \rightarrow c\right)\right) \rightarrow \left(g \wedge c\right)$$$

The calculator will generate the truth table for the given logic formula $$$\left(\left(p \wedge \left(g \vee \neg p\right)\right) \wedge \left(g \rightarrow c\right)\right) \rightarrow \left(g \wedge c\right)$$$, with steps shown.

Related calculator: Boolean Algebra Calculator

Expression:

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Ordering:

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Full table?

Binary numbers?

$$$\neg$$$, 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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