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What is the Boolean expression corresponding to lines 1, 3, and 5 in the given table?
What is the Boolean expression corresponding to lines 1, 3, and 5 in the given table?
- X = (A + B) * C
- X = (A * B) + C
- X = (A + B + C)
- X = (A * B * C) (correct)
In the simplification process, what is the first step to simplify X = (A * B * C) + (A * B * C) + (A * B * C)?
In the simplification process, what is the first step to simplify X = (A * B * C) + (A * B * C) + (A * B * C)?
- X = A.C(B + B) + (A * B * C)
- X = A.C.1 + (A * B * C) (correct)
- X = A.C + (A * B * C)
- X = C.(A + A.B)
Which law was used in the step 'X = C.(A + A.B)' during the simplification of the Boolean expression?
Which law was used in the step 'X = C.(A + A.B)' during the simplification of the Boolean expression?
- Associative Law (correct)
- Commutative Law
- Identity Law
- Distributive Law
What is the simplified Boolean Expression for X when the expression X = (A + B)C is fully simplified?
What is the simplified Boolean Expression for X when the expression X = (A + B)C is fully simplified?
Which law was applied in the step 'X = (A.C)(B + B)' during the simplification of the Boolean expression?
Which law was applied in the step 'X = (A.C)(B + B)' during the simplification of the Boolean expression?
In the simplification process, what is the correct next step after 'X = C.(A + A.B)'?
In the simplification process, what is the correct next step after 'X = C.(A + A.B)'?
What is the complement of the expression A'.B'?
What is the complement of the expression A'.B'?
The expression ((A + C)(AB)' + (BC + A')')' simplifies to which of the following?
The expression ((A + C)(AB)' + (BC + A')')' simplifies to which of the following?
(A + B)(A + B) + A(A + B') simplifies to which of the following expressions?
(A + B)(A + B) + A(A + B') simplifies to which of the following expressions?
(A'.B + A.B')' simplifies to which of the following expressions?
(A'.B + A.B')' simplifies to which of the following expressions?
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