According to boolean law: A + 1 = ?
a) 1
b) A
c) 0
d) A’
Answer: Option A: 1
Explanation:
As per boolean 1's property
A + 1 = 1
A * 1 = A.
In Boolean algebra (A + B)(A’ * B’) = ? a) 1 b) 0 c) AB d) AB’
1- Given the following Boolean function in product of sums (Maxterms); F(b,c,d) = (b+c+d) (b+c+d) (b +c+d) (b+c+d) i- Use De Morgan's rule to convert Finto F ii- Complete the truth table (Table 1) iii- Simplify Fusing Boolean algebra iv- Count the number of gates in the original Fand insert them in Table.2 V- Count the number of gates in the simplified F (convert the simplified F'in part iii back to F) and insert them in Table.3 i- F' Table.1...
Using DeMorgan's law determine which of the following Boolean expressions are equivalent to the Boolean expression shown below. Y =(A+B)D+C AY = (ABDC) BY = (A+B)(D+) CY - (AB+DC D. Y = (AB)+(DC) EY = A +B) + (D+C) F. Y = (AB+D) +
1. Simplify the Boolean expression (A+B+C)(D+E)' + (A+B+C)(D+E) and choose the best answer. 1. A+B+C 2. D+E 3. A'B'C' 4. D'E 5. None of the above
0/3 POINTS PREVIOUS ANSWERS EPPDISCMATH5 6.4.002. MYN Assume that B is a Boolean algebra with operations + and. The universal bound law for + states that for every a in B, a + 1 = 1. Supply the missing reasons in the following proof for this law. Use only the axioms for a Boolean algebra. Proof: Let a be any element of B. Then: a + 1 = a + (a + a) by the commutative law for + x...
Boolean Logic Reduction (Boolean Algebra) Simplify: 1+1+0= ? 11A= ? MM'1= ? X·0+1= ? C·1+DD'= ? A+0+A+0= ? A+B+1= ? 1·(E+E')= ? H+H+H+H'= ? 1·0·A= ? A+A'+B= ? A+B+A'+A·B= ? AB+CDD+BD+1= ? AA+BC+0= ? A+B+A+B+C= ? EF+0+EF'= ? B+BC= ? DE+DEF+DEG= ? ABC+A'BC+BCD= ? A'(A+B)+C= ? A+AB+A(A+B)= ? B(A+A'B)= ? A+AB+A'B+AB'+A'B'+AB= ? A'BC+AB'C+ABC= ? C(C'+AB)= ?
need parts a,b,c,d
According to a state law, the maximum amount of a jury award that attorneys can receive is given below. 40% of the first $140,000 33.3% of the next $140,000 30% of the next $200,000 24% of anything over $480,000 Let f(x) represent the maximum amount of money that an attorney in the state can receive for a jury award of size x. Find each of the following and describe in a sentence what the answer tells you....
Q1) minimize these Boolean Algebra : a. (a’ + b + c’)(b + c’ + d)(b’ + d’) b. b’c + abc + b’cd + a’b’d + a’c’d c. wxz + xy’z + wz’ + xyz + wxy’z + w’y’z’
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