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12 Cards in this Set
- Front
- Back
- 3rd side (hint)
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Truth value |
Value of a boolean statement that is either true or false |
T/f |
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Connective words |
Words such as "and" and "or" |
They are some of the most commonly used words in sentences. |
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Implications |
Statements started using "if" and "then" |
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Compound statement |
Statement formed by combining basic statements with connector words such as if and then |
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Negation |
Unary boolean operator which operates on a boolean statement. True becomes false and false becomes true. |
Single, opposites |
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<-> |
The biconditional. -> means "implies" and the biconditional indicates that p -> q and q -> p are both true |
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Bit |
"Binary digit" which can hold one of two values: 0 or 1. |
0 |
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^ . |
Represents the boolean AND operator |
Not having to choose = 👍 |
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v + |
Represents the boolean OR operator |
Having to choose = 👎 |
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~ "1 prime" "132 prime" |
Represents the boolean NOT operator. |
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When does boolean implication, p -> q, result in false? |
Only when p is True and q is False, because this makes "if p, then q" not True. |
Implication: testing one statement! |
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What is the boolean order of operations? |
Parenthesis, NOT, AND, OR, IF-THEN(Implication), IF AND ONLY IF(Biconditional) |
Pnaoib |
