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Metadata
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England schools
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England university
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Scotland schools
Taxonomy: mathcentre
Taxonomy: Kind of activity
Taxonomy: Context
Contributors
History
Marie Nicholson 6 years ago
Created this as a copy of Displaying a randomised proposition.There are 27 other versions that do you not have access to.
Name | Type | Generated Value |
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propositions | list |
List of 9 items
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prop1 | string |
\lnot p
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prop2 | string |
(p \lor q)
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prop3 | string |
\lnot r
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prop4 | string |
(p \land r)
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prop5 | string |
r
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prop6 | string |
q
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prop7 | string |
(r \lor q)
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Generated value: list
[ "(p \\lor q)", "(p \\land q)", "p", "q", "r", "\\lnot p", "\\lnot r", "(p \\land r)", "(r \\lor q)" ]
→ Used by:
- prop1
- prop2
- prop3
- prop4
- prop5
- prop6
- prop7
This variable doesn't seem to be used anywhere.
Match choices with answers
Ask the student a question, and give any hints about how they should answer this part.
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¬({latex(prop1)}∧{latex(prop2)})≡¬{latex(prop1)}∨¬{latex(prop2)}
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¬¬{latex(prop3)}≡{latex(prop3)}
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{latex(prop4)}↔{latex(prop5)}≡({latex(prop4)}→{latex(prop5)})∧({latex(prop5)}→{latex(prop4)})
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{latex(prop4)}→{latex(prop6)}≡¬{latex(prop4)}∨{latex(prop6)}
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¬({latex(prop3)}∨{latex(prop5)})≡¬{latex(prop3)}∧¬{latex(prop5)}
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{latex(prop2)}↔{latex(prop6)}≡({latex(prop2)}→{latex(prop6)})∧({latex(prop6)}→{latex(prop2)})
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¬¬{latex(prop7)}≡{latex(prop7)}
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{latex(prop1)}→{latex(prop7)}≡¬{latex(prop1)}∨{latex(prop7)}
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De Morgan's
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Double negation
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Conditional
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Biconditional
For each combination of answer and choice, specify the number of marks to add or subtract when the student picks it.
De Morgan's | Double negation | Conditional | Biconditional | |
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¬({latex(prop1)}∧{latex(prop2)})≡¬{latex(prop1)}∨¬{latex(prop2)} |
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¬¬{latex(prop3)}≡{latex(prop3)} |
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{latex(prop4)}↔{latex(prop5)}≡({latex(prop4)}→{latex(prop5)})∧({latex(prop5)}→{latex(prop4)}) |
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{latex(prop4)}→{latex(prop6)}≡¬{latex(prop4)}∨{latex(prop6)} |
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¬({latex(prop3)}∨{latex(prop5)})≡¬{latex(prop3)}∧¬{latex(prop5)} |
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{latex(prop2)}↔{latex(prop6)}≡({latex(prop2)}→{latex(prop6)})∧({latex(prop6)}→{latex(prop2)}) |
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¬¬{latex(prop7)}≡{latex(prop7)} |
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{latex(prop1)}→{latex(prop7)}≡¬{latex(prop1)}∨{latex(prop7)} |
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Match choices with answers | ||
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