Tautology statements mathematical logic

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Hi, It seems trivial: the proposition A=>(B V C) <=> !(A & (! B & !C)) is tautology

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Hi! I can solve your Tautology problem and will provide you with best solution. I'm a final year Mechanical Engineering student and have experience solving such problems. I'll provide you quality work according to your instructions. You're welcome to discuss it more in chat. Thanks!

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The following expression is logically equivalent to your statement: !(A & !B & !C) Proof: !(A & !B & !C) ≡ !A ∨ (B ∨ C) ≡ A ⇒ (B ∨ C)

I am a graduate mathematician. I solved your task "Write a formula logically equivalent to A⇒ (B∨C)" The answer is as simple as possible. There was no need to change the order of the letters. It only has a couple of parentheses. Please send me a message. I would write a much lower price, but the platform does not allow me. Best regards, Mila

Hi, The problem has been solved. I can deliver you the result. You can take a sneak peek if you want. I can reveal the first half of this expression to you. If you are satisfied with the result, we can discuss further. Sincerely, Heinz