(b) y, (y → 4) E ý (Modus Ponens (MP)). Then apply MP to derive the converse of the Deduction (meta)Theorem: if rF (p = 4), then I', y F p.

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Chapter2: Second-order Linear Odes
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Please solve all the 3 options. 

(b) y, (y = 4) E v (Modus Ponens (MP)).
Then apply MP to derive the converse of the Deduction (meta)Theorem:
if TF (y = ), then I', p F p.
Transcribed Image Text:(b) y, (y = 4) E v (Modus Ponens (MP)). Then apply MP to derive the converse of the Deduction (meta)Theorem: if TF (y = ), then I', p F p.
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