which one of the following is no a property of Boolean algebra (a) commutative (b) associative (c) distributive (d) minimizationminimization
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I am not sure but I think D is answer
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Option (D) is the correct answer.
Minimizationminimization is not a property of Boolean algebra.
About property of Boolean algebra :
- Commutative, associative, distributive, & identity are four fundamental properties of numbers.
- Each of these should be known to you. Once you go into advanced math, such as algebra and calculus, it's very vital to know these qualities.
- The basic Laws of Boolean Algebra relate to the Commutative Law, which allows for a change in position for multiplications, the Associative Law, which allows for the removal of brackets for addition and multiplication, and the Distributive Law, which allows for the factoring of such an expression, are the same as in ordinary.
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