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Quantifiers 4--AJD
Given two propositions in mathematics using quantifiers, choose the corresponding negation of the proposition. For example, the negation of: ∃a∈R+,∃b∈N,∃c∈N[(c<b+1)∧(12n≥3a)]
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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
Newcastle University Mathematics and Statistics 9 years, 2 months ago
Created this.Name | Status | Author | Last Modified | |
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Quantifiers 4--AJD | draft | Newcastle University Mathematics and Statistics | 20/11/2019 14:51 | |
Luis's copy of Quantifiers 4--AJD | draft | Luis Hernandez | 30/11/2018 18:11 |
Name | Type | Generated Value |
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Prop_const | list |
List of 6 items
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Cchoice | list |
Nested 2×2 list
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Achoice | list |
Nested 8×1 list
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Qchoice | list |
Nested 2×2 list
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Bchoice | list |
Nested 6×2 list
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wrong_flags | list |
Nested 4×5 list
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prop2 | list |
List of 2 items
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Generated value: list
- Achoice
- Bchoice
- Cchoice
- Qchoice
This variable doesn't seem to be used anywhere.
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Ask the student a question, and give any hints about how they should answer this part.
Choose the negation of {latex(Prop_const[0][0])}a∈R+,{latex(Prop_const[1][0])}b∈N,{latex(Prop_const[2][0])}c∈N[({latex(Prop_const[3][0])}){latex(Prop_const[5][0])}({latex(Prop_const[4][0])})]
from the list below
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{latex(Prop_const[0][1])}a∈R+,{latex(Prop_const[1][1])}b∈N,{latex(Prop_const[2][1])}c∈N[({latex(Prop_const[3][0])}){latex(Prop_const[5][1])}({latex(Prop_const[4][1])})]
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{latex(Prop_const[0][wrong_flags[0][0]])}a∈R+,{latex(Prop_const[1][wrong_flags[0][1]])}b∈N,{latex(Prop_const[2][wrong_flags[0][2]])}c∈N[({latex(Prop_const[3][0])}){latex(Prop_const[5][wrong_flags[0][3]])}({latex(Prop_const[4][wrong_flags[0][4]])})]
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{latex(Prop_const[0][wrong_flags[1][0]])}a∈R+,{latex(Prop_const[1][wrong_flags[1][1]])}b∈N,{latex(Prop_const[2][wrong_flags[1][2]])}c∈N[({latex(Prop_const[3][0])}){latex(Prop_const[5][wrong_flags[1][3]])}({latex(Prop_const[4][wrong_flags[1][4]])})]
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{latex(Prop_const[0][wrong_flags[2][0]])}a∈R+,{latex(Prop_const[1][wrong_flags[2][1]])}b∈N,{latex(Prop_const[2][wrong_flags[2][2]])}c∈N[({latex(Prop_const[3][0])}){latex(Prop_const[5][wrong_flags[2][3]])}({latex(Prop_const[4][wrong_flags[2][4]])})]
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This question is used in the following exams:
- Predicates, Quantifiers and sets by Newcastle University Mathematics and Statistics in Content created by Newcastle University.
- Quantifiers by Newcastle University Mathematics and Statistics in Content created by Newcastle University.
- Luis's copy of Predicates, Quantifiers and sets by Luis Hernandez in Algebra Mat140.
- Luis's copy of Quantifiers by Luis Hernandez in Algebra Mat140.
- Blathnaid's copy of Predicates, Quantifiers and sets by Blathnaid Sheridan in Blathnaid's workspace.