Consider the following formula: (Vx)x=y^ (Vx)x= z (Vx)x = y = T a) [3 marks]...
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Consider the following formula: (Vx)x=y^ (Vx)x= z → (Vx)x = y = T a) [3 marks] Identify free and bound x. For each bound occurrence of x, find which(Vx) it belongs to. b) [2 marks] Identify all sub formulae of above formula with complexity < 2. c) [2 marks] Write the abstraction of the above formula. d) [5 marks] Prove the above formula. Explain your steps. e) [3 marks] Based on your answer in part (d), prove (vy) ((Vx)x= y^ (Vx)x= z → (Vx)x=y= T) Consider the following formula: (Vx)x=y^ (Vx)x= z → (Vx)x = y = T a) [3 marks] Identify free and bound x. For each bound occurrence of x, find which(Vx) it belongs to. b) [2 marks] Identify all sub formulae of above formula with complexity < 2. c) [2 marks] Write the abstraction of the above formula. d) [5 marks] Prove the above formula. Explain your steps. e) [3 marks] Based on your answer in part (d), prove (vy) ((Vx)x= y^ (Vx)x= z → (Vx)x=y= T)
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Related Book For
Numerical Methods With Chemical Engineering Applications
ISBN: 9781107135116
1st Edition
Authors: Kevin D. Dorfman, Prodromos Daoutidis
Posted Date:
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