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3 cards from this section. Quick, good the night before a test.
What does the Commutative Law suggest about A + B?
Think about how addition works in arithmetic.
Is A ∙ B equal to B ∙ A according to the Commutative Law?
Consider how multiplication behaves.
Which of the following is true according to the Commutative Law?
Look for the correct operation type.
Is it true that A + B = B + A for the OR operation?
Think about the properties of addition.
Using the Commutative Laws, rearrange the expression A + B + C + D. Present both possible outcomes.
Try moving one variable at a time around the others.
Design a circuit that shows both A + B and B + A giving equivalent outputs using basic logic gates.
Think about how you can replicate both versions in your design.
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