1
Q
What can disprove a conjecture?
A
A counter-example can disprove a conjecture.
2
Q
What are two methods of proving a conjecture?
A
Proof by deduction and proof by exhaustion.
3
Q
What does A ⟹ B signify?
A
A is a sufficient condition for B.
4
Q
What does A ⟸ B signify?
A
A is a necessary condition for B.
5
Q
What is the converse of A ⟹ B?
A
The converse is A ⟸ B.
6
Q
What does ⟸ mean ?
A
⟸ means ‘is implied by’ or ‘follows from’.
7
Q
What does ⟹ mean?
A
⟹ means ‘implies’ or ‘if…then’ or ‘therefore’.
8
Q
What does ⟺ mean?
A
⟺ means ‘implies and is implied by’ or ‘is equivalent to’
Year 12 MATHS Rebecca
flashcards
Decks in class (45)
# Cards
-
Chapter 1 Proof8
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Chapter 2 Surds And Indices9
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Chapter 3 Quadratic Functions8
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Chapter 4 Equations And Inequalities4
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Chapter 5 Coordinate Geometry18
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Chapter 6 Trigonometry12
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Chapter 7 Polynomials5
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Chapter 8 Graphs And Transformations6
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Chapter 9 Binomial Expansion8
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Chapter 10 Differentiation14
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Chapter 11 Integration3
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Chapter 12 Vectors14
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Chapter 13 Exponentials and Logarithms11
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Chaprer 14 Data Collection5
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Chapter 15 Data Processing Presentation And Interpretation10
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Chapter 16 Probability6
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Chapter 17 Binomial Distribution8
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Chapter 18 Hypothesis Testing Using The Binomial7
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Chapter 19 Kinematics29
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Chapter 20 Forces and Newton's Laws19
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Chapter 21 Variable Acceleration6
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Kinematics15
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Quadratics12
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Inequalities2
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Forces7
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Integration8
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Numerical measures25
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Probability21
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Sampling12
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Y12 Pure 0001 Transition9
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Y12 Pure 001 Indices13
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Y12 Pure 003 Coordinate Geometry8
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Y12 Pure 004 Equation of a Line19
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Y12 Pure 005 Quadratics23
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Y12 Pure 008 Circles15
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Y12 Pure 006 Inequalities17
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Y12 Pure 007 Polynomials13
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Y12 Pure 009 Differentiation23
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Y12 Pure 016 Proof24
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Y12 Pure 012 Binomial Expansion11
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Y12 Pure 015 Curve Sketching and Transformations40
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Y12 Pure 002 Surds12
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Y12 Pure 014 Trigonometry17
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Chapter 1 Proof COPY8
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Chapter 6 Trigonometry COPY12
