The following box-proof uses only the implication rules (e.g. no classical contradiction). 1: assumption 2: assumption 3: assumption 4: assumption 5: 6: 7: 8: 9: 10: 11: 12: (((A-B)-A)-A)-B)-B intro...


The following box-proof uses only the implication rules (e.g. no classical contradiction).<br>1:<br>assumption<br>2:<br>assumption<br>3:<br>assumption<br>4:<br>assumption<br>5:<br>6:<br>7:<br>8:<br>9:<br>10:<br>11:<br>12: (((A-B)-A)-A)-B)-B intro 1-11<br>Select one or more:<br>The box-proof contains 4 boxes.<br>- line 5 and line 11 contains the same propositional formula<br>line 8 is justified by an application of the -elim rule<br>The box proof contains 5 boxes and one of the hidden annotations is an assumption.<br>line 8 is justified by an application of the -intro rule<br>* line 6 and line 10 contains the same propositional formula<br>* line 6: ((A B) A)- A<br>- line 4: (A B) A<br>

Extracted text: The following box-proof uses only the implication rules (e.g. no classical contradiction). 1: assumption 2: assumption 3: assumption 4: assumption 5: 6: 7: 8: 9: 10: 11: 12: (((A-B)-A)-A)-B)-B intro 1-11 Select one or more: The box-proof contains 4 boxes. - line 5 and line 11 contains the same propositional formula line 8 is justified by an application of the -elim rule The box proof contains 5 boxes and one of the hidden annotations is an assumption. line 8 is justified by an application of the -intro rule * line 6 and line 10 contains the same propositional formula * line 6: ((A B) A)- A - line 4: (A B) A

Jun 09, 2022
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