let us say we are given ZA and Z'B and those two are prime implicants of a specific function. The Z standing for a variable, while the A and B are both two product terms. Consider A*B does not equal to zero, Is their consensus AB an implicant? Also is it a prime implicant? If the answer is yes a prime implicant then prove it. If the anwer is no not a prime implicant give a counterexample to show the opposite.
let us say we are given ZA and Z'B and those two are prime implicants of a specific function. The Z standing for a variable, while the A and B are both two product terms.
Consider A*B does not equal to zero, Is their consensus AB an implicant? Also is it a prime implicant? If the answer is yes a prime implicant then prove it. If the anwer is no not a prime implicant give a counterexample to show the opposite.
According tot he question,
let us say that ZA and Z'B and those two are prime implicants of a specific function. The Z standing for a variable, while the A and B are both two product terms. Consider A*B does not equal to zero.
Is their consensus AB an implicant? Also is it a prime implicant? If the answer is yes a prime implicant then prove it. If the anwer is no not a prime implicant give a counterexample to show the opposite.
Step by step
Solved in 2 steps with 2 images
