Question

[A] FILL IN THE BLANK:
i) Boolean algebra is named after
a mathematician who first described it in
ii) The variables used in Boolean Algebra only have one of two possible values, a
and a
iii) The main operations of Boolean algebra are the
and denoted as A.
iv)
logic gate only produces an output when "ALL" of its inputs are present.
v) The Logic
output is only true if one or more of its inputs are true, otherwise the output is false.
vi)
are more commonly known as Inverters.
[B] MULTIPLE CHOICE QUESTIONS:
i) OR (disjunction) is denoted by -
a) xΛΥ
b) XV y
c) -
ii) Which law allows the removal of brackets from an expression and regrouping of the variables?
a) Commutative Law b) Associative Law c) Distributive Law
ultidirect
gle quote
iii) A
- part exe
is used to show the AND operation i.e. A.B.
a) dot.)
b) plus (+)
c) product (*)
iv) The Logic NOT Function is simply a single input inverter and is denoted by
a) dot (.)
b) plus (+)
c) product (*)
tinue
d) bar (9)
v) Which law permits the multiplying or factoring out of an expression?
a) Distributive Law b) Commutative Law c) Associative Law
[C] ANSWER THE FOLLOWING QUESTIONS:
i) What do you mean by Boolean Algebra? Who derived it and when?
How do we use the expressions in Boolean Algebra?
What are the Basic operations of Boolean Algebra?
iv) Define important Description of the Laws of Boolean Algebra?
v) Using truth table define Commutative Law, Associative Law and
Distributive Law?
Draw and define AND Function and Gate with truth table.
vii) Draw and define OR Function and Gate with truth table.
viii) Draw and define NOT Function and Gate with truth table.
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Answer 1

Explanation:

It is very big sorry I can't do it