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Construct proofs to show the arguments are valid

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Question I: Construct proofs to show the following arguments are valid. Please note, you DO NOT need indirect rules (CP and RAA) in order to solve these proofs. However, you will need to use Quantifier Negation rules (QN rules).

1. (x)(~Ax->~Bx), Ba ∴ Aa

2. (x)(~Ax∨Bx), (∃x)Ax, (∃x)Bx→(Bg·~Fg) ∴ ~Fg

3. (∃x) ~Ax, ~(∃x)(Cx·~Ax) ∴ ~(x)Cx

Reference no: EM133222996

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