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Philosophy
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Introduction to Formal Logic with Philosophical Applications
Quiz 5: Full First-Order Logic
Path 4
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Question 261
Essay
derive the conclusions of each of the following arguments using the rules of inference for F, including the rules for identity. -1. (∃x)[Px • (∀y)(Py ⊃ y=x) • (∃y)(Qy • Rxy)] 2. (∃x)[Px • Sx • (∀y)∼Ryx] / (∃x)(∃y)(Rxy • ∼Ryx)
Question 262
Essay
derive the conclusions of each of the following arguments using the rules of inference for F, including the rules for identity. -1. Ha • (∀x)[(Hx • x≠a) ⊃ Jax] 2. Hb • Ib • Mb • (∀x)[(Ix • Mx) ⊃ x=b] 3. ∼Ma / Jab
Question 263
Essay
derive the conclusions of each of the following arguments using the rules of inference for F, including the rules for identity. -1. Ha • Ia • (?x)[(Hx • Ix) ? x=a] 2. Hb • Jb • (?x)[(Hx • Jx) ? x=b] 3. Ka • ?Kb / ?(?x)(Hx • Ix • Jx)
Question 264
Essay
derive the conclusions of each of the following arguments using the rules of inference for F, including the rules for identity. -1. (∀x)(Ecx ⊃ x=d) 2. (∀x){(Fx • Gx) ⊃ (∀y)[(Fy • Gy) ⊃ y=x]} 3. (∃x)(Fx • Gx • Ecx) 4. Fa • Ga / a=d