Remember that we can get the opposite of a DFA by swapping the accept and non-accept states. Tell us if this technique works if we want to make something that goes with a TM. If yes, explain how. If no, explain why, and suggest a good way to make a TM complement.
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Remember that we can get the opposite of a DFA by swapping the accept and non-accept states. Tell us if this technique works if we want to make something that goes with a TM. If yes, explain how. If no, explain why, and suggest a good way to make a TM complement.
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- what MAl expression is and demnonstrate that it is logically equivalent to the one above. In Homework #1, we looked at the nand logical operator. We used the symbol A to signify the nand operator. We would like to be able to express other logical operators that we have encountered in tems of just the nand operator. For example, the logical expression –p is logically equivalent to the logical expression p AP, since their truth tables are the same for all possible truth values of p 7. Find a logical expression that uses only nand operators and is logically equivalent to the expression pag. 8. Find a logical expression that uses only nand operators and is logically equivalent to the expression pvq. (Hint: Use De Morgan's law to transform p vq into an equivalent logical expression.) Bonus problem (optional): 1. A truth assignment is a way to map each variable in a logical expression to T or F. Each row in a truth table corresponds to a truth assignment. Furthermore, we can think of a…Determine whether or not the following statement is a tautology or not and give reasoning. If you need to, you can build a truth table to answer this question. (q→p)∨(∼q→∼p) A. This is a tautology because it is always true for all truth values of p and q. B. This is not a tautology because it is always false for all truth values of p and q. C. This is a tautology because it is not always false for all values of p and q. D. This is not a tautology becasue it is not always true for all truth values of p and q.What is the third normal form, according to you? How do you get from 2NF to 3NF?
- PLEASE EXPLAIN ALL STEPS: This question has been answered multiple times, clearly by the same tutor, but I am seeing inconsistencies within the values, the explanation does not explain how these steps are accomplished, and I would very much appreciate another approach so that I do not continue to waste questions on explanations that are not providing any real understanding. Simplify the boolean equations using FIRST a truth table (one table for a, one table for b) and THEN forming a k-map (one k-map for a, one k-map for b): a. xz + (xy + ~z) b. ~xyz + yz + x~yGive an illustration of what we mean by "code norms"I'm sorry, but I do not understand this at all. Where in your explanation are the references for H and T? Therefore, what are the answers?
- In the figure below we depict an unusual little device that we'll call a (N)AND gate. It takes two inputs A and B and a control input labelled CTRL, while producing one output labelled OUT. If the CTRL input is 0, the device works like an AND gate. If the CTRL input is 1, the device works like a NAND gate. A E (N)AND OUTPlease give clear handwritten answer of both subparts.answer this question Write it with pencil and show how you solved it Use the logical equivalences p → q ≡ ~ p V q and p ↔ q ≡ (~p V q) Λ (~q V p) to rewrite the given statement form without using the symbol → or ↔ . ( p → r) ↔ (q → r)