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What are boolean algebra laws?

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Chemistry Tutor with 4 years of experience

A law of Boolean algebra is an identity such as x ∨ (y ∨ z) = (x ∨ y) ∨ z between two Boolean terms,
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Mathematician

three basic laws of boolean algebra 1. Complement law 2.identity law 3. double negation law
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I'm a professor with more than 6 years of experiences.

Boolean algebra laws are 1)commutative law. 2)assosiative law. 3)distributive law. 4)demorgon's law.
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12 years of experience in teaching.

Laws that we study in Boolean algebra are; 1. Commutative law. 2. Distributive law. 3. Indepotent law. 4. De-morgans law. 5. Identify law. 6. Associative law. 7. Involution law. 8. Absorption law. 10. Complementarity law.
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Chemistry Tutor with 4 years of experience

The basic rules of Boolean algebra include the three properties (associative, commutative, and distributive) and three common laws. These laws are the complement laws, identity laws, and double negation law.
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laws of Boolean algebra include: Associative law, Distributive law, AND law, OR law, Inversion law.
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 laws of Boolean algebra include: Associative law, Distributive law, AND law, OR law, Inversion law. 
 
 
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A set of rules or laws of boolean algebra expressions have been invented to help reduce the number of logic gates needed to perform.
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