Logic and Mathematical Proof flashcards
50 flashcard decks by 37 users · Page 1 of 2
This GoConqr page gathers over 40 community-made flashcard resources on logic and mathematical proof, from geometric reasoning to sets and proof methods. They offer university students and professional candidates, school students, and teachers material for practising definitions and reasoning. Pick a deck to begin.
Flashcards
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32 cardsCh 2 Properties, Definitions, Theorems, Postulates
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49 cardsGeometry Chapter 3
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60 cardsDiscrete Math Final Exam
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33 cardsUnit 1 Vocab
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30 cardsLogic and Proof 8.20.2021
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22 cardslkjhgvcxcfgvhjkljhgfcdxzsdxfgijkoljhgvcfxcfgvhjkl; What is a proposition?
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27 cardsDefinitions - Chapter 2
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11 cardsProof With constructive proof, we need to....
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22 cardsGeometry 1.4
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16 cardsMath chapter 3
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6 cardsProof What is proof?
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14 cardsRules of inference This describes the rules that are needed to imply something.
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11 cardsLOGICAL EQUIVALENCES (P.35)
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20 cardsPredicate Logic
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9 cardsMethods of Proof
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8 cardsDiscrete maths rules of inference / related logical implications Rule of Detachment (Modus Ponens)
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2 cards1.6 Geometric flashcards Geometric reasoning 1.6 4 credits
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69 cardsUntitled
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35 cardsPre
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15 cardsDiscrete Math M2S1 Science of necessary inference or study of reasoning Identifies valid mathematical argument
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15 cardsGeometric Reasoning Enter text here...
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15 cardsGeometric Reasoning isos tri, = radii
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17 cardsJustifying Statements Involving Parallel & Perpendicular
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17 cardsPropositional Logic
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4 cardsProof
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10 cardsunit 2 vocabulary
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2 cardsUntitled What are standard results
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5 cardsUntitled
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1 cardsProofs THEOREM: is a statement that can be shown to be true. A theorem may be the universal quantification of a co...
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3 cardsChapter 1 - Proof What is proof by deduction?
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9 cardsGeometry Terms Geometry Reasons
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5 cardsstat chapter 1
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14 cardsPropositions and Counterexamples
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11 cardsFundamental equivalence
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11 cardsTruth Table's & Logic Laws
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4 cards2.2 Postulate or axiom
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1 cardsPropositional Logic what is propositional logic
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3 cardsAngle Addition Postulate Angle addition postulate
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10 cards(DONE) 1.8 Propositional Proof Strategies
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10 cards(DONE) 2.6 Proofs With Quantifiers
More Logic and Mathematical Proof resources
About logic and mathematical proof flashcards
GoConqr OriginalLogic and Mathematical Proof flashcards
These decks offer short prompts on definitions, inference and proof. Rules of inference covers arguments and patterns such as modus ponens and modus tollens. Methods of Proof includes properties of equality, while Discrete Math Final Exam brings together statements and set notation.
For a starting point, try the deck on chapter definitions. It includes conjectures, counterexamples and conditional statements, giving you terms to recall before moving to a deck on inference. If geometry is your focus, the deck on geometric reasoning includes angles and deductive reasoning.
Practise with a deck
Work through a deck and note the terms or prompts you want to revisit. Return to those cards, then compare them with a related deck: for example, move from properties of equality to prompts about proof methods.
When you want a different way to review or check your understanding, switch to notes or a quiz on the unit page. Choose a deck that fits what you are studying and give it a try.
Frequently asked questions
Which flashcard deck should I start with?
The deck on chapter definitions is a useful place to begin if you want to review vocabulary. It includes conjecture, counterexample and conditional statement. For work on sets, Discrete Math Final Exam includes set notation alongside universal and existential statements.
Are these flashcards free to use?
Yes. Every resource listed here is free to open and study without an account. The decks were made by GoConqr users. A free account also lets you save quiz scores and make your own quizzes, mind maps, flashcards and notes.
Who are these flashcards for?
The collection includes material for university students and professional candidates, as well as school students and teachers. Topics range from geometric reasoning and properties of equality to inference, sets and proof methods. Choose a deck whose prompts match the material you want to practise.