1, A v 1, 0, A ^ 0, ¬A^A, 0, ¬AvA, 1, A^(B^C), (A^B)v(A^C), ¬¬A, A, ¬A v ¬B, ¬(A^B), ¬A v ¬B = ¬(A^B), Example of de Morgan's theorem, ¬A^¬B, ¬(AvB), A^(B^C)=(A^B)v(A^C), Example of distributive law, A^B=B^A, Example of commutative law, (A^B)^C=A^(B^C), Example of associative rule, ¬¬A=A, Example of double negation, AvA=A, Example of one of the many Boolean identities.
0%
Boolean rules and identities
Share
Share
Share
by
Snicholson
KS4
Computing
Boolean Logic
Edit Content
Print
Embed
More
Assignments
Leaderboard
Show more
Show less
This leaderboard is currently private. Click
Share
to make it public.
This leaderboard has been disabled by the resource owner.
This leaderboard is disabled as your options are different to the resource owner.
Revert Options
Matching pairs
is an open-ended template. It does not generate scores for a leaderboard.
Log in required
Visual style
Fonts
Subscription required
Options
Switch template
Show all
More formats will appear as you play the activity.
)
Open results
Copy link
QR code
Delete
Continue editing:
?
