Boolean Algebra Assignment Help
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Overview Of Boolean Algebra
Boolean algebra is an important term in the field of statistics in which different variables and operators are utilized to deduce things. There are so many laws that are associated with the concept of the term Boolean algebra like distributive law, associative law, and cumulative law of Boolean algebra. In order to write the assignments in this field, you need to be very much perfect with these laws and their use.
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Useful Terms In Boolean Algebra
Some of the terms used in Boolean algebra are;
Variable: It is the representation of a logical quantity in 0 or 1 form.
Complement: It is the opposite of the variable. Its representation is a bar over a variable.
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Laws And Rules Of Boolean Algebra
Commutative Law (for the addition of two variables):
A+B = B+A
Associative Law (for addition):
A+ (B+C) = (A+B) +C
Distributive Law:
A(B+C) = AB+BC
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Standard Form Of Boolean Expression
AB + ABC
ABC + CDE + BCD
AB + BCD + AC
Properties of Boolean algebra
Commutative: Binary operations AND and OR may be applied left to right or right to left.
Associative: Three Boolean variables, maybe ANDed or ORed right to left or left to right. Distributive: Three Boolean variables, the first AND the result of the second OR the third are the same as the first AND the second OR the first AND the third.
Identity: Any value A AND the OR identity always returns A and that any value A OR the AND identity always returns A.
Difficulties In Writing Boolean Algebra Assignments
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