Is the following simplification correct?NOT A AND B AND C OR A AND B AND NOT C OR NOT A AND B AND NOT C = NOT A AND B OR B AND NOT CQuestion 4Select one:TrueFalse

The simplification of(NOT p) OR (p AND q) OR [p AND (NOT(NOT p OR q))]isQuestion 13Answera.True.b.False.c.p.d.q.e.None of the Given Choices.

Represent the following logical expression using boolean algebra. Use no space between 'multiplication' style terms for your online answers:A AND NOT B AND (A OR C)Please order terms alphabetically. This is the standard order we will use in online quizzes throughout semester. If the answer was: (A AND B) OR NOT CThen you would type: (AB)+C'

Let A, B, C be three statements. The proposition is true if: A) A, B and C are true B) A is true, B and C are false C) Aand C are true and B is false D) A is false, B and C are true E) A and B are true and C is false

The simplification of[ NOT(p AND q) AND (NOT p OR q) AND (NOT q OR q) ] AND pisQuestion 4Answera.T.b.F.c.q.d.NOT q.e.None of the Given Choices.f.p.g.NOT p.

Which of the following is wrong?Question 40Select one:a.If A → BC, then A → B and B → Cb.If A → B and B → C, then A → Cc.If A → B and A → C, then A → BCd.If A → B and C is another attribute, then AC → BC