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2 cards from this section. Quick, good the night before a test.
What is the output of the AND operation when both inputs are true?
Consider when both conditions are met.
Fill in the truth table for A = 0, B = 1 in the AND operation.
What happens when one input is false?
Which output represents the result of A AND B when A = 0 and B = 1?
Think about the truth table.
The AND operation is true for inputs A and B only if both are which value?
What is the requirement for the output to be true?
Given a Boolean expression involving the AND operation, simplify it logically. Example: (A ∙ B) ∙ (A ∙ C).
Use distributive laws.
Design a simple digital circuit using AND gates to control lights in a room: two switches for two different entrances.
Think about how both switches must be closed to activate the light.
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