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24 Cards in this Set
- Front
- Back
- 3rd side (hint)
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Characteristics of Mathematical Langauge |
1. Precise 2. Concise 3. Powerful |
P.C.P |
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Mathematical Expression |
Arrangement of mathematical symbols to represent mathematical objects and interest. |
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4 Mathematical Expressions |
1. Number 2. Set 3. Function 4. Relation |
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Mathematical Sentence |
Arrangement of mathematical symbols that states a complete thought. |
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Truth Value |
Correctness of the statement. |
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∅ |
Empty set. |
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Mathematical Convention |
Use of symbols representing mathematical objects. |
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4 Basic Concept |
1. Sets 2. Relations 3. Functions 4. Binary Operations |
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Set |
Well-defined collection of distinct objects. |
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Name of a Set |
1. Using any capital letter 2. Other letter like symbols/scripts |
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Set Relations |
1. Subset 2. Equality 3. Equivalence 4. Disjoint 5. Joint |
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Subset |
If all elements of a set are contained in another set. |
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Set Equality |
If they have the same element. |
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Set Equivalence |
Have the same cardinality |
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Disjoint Set |
If they don't have any common element. |
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Joint Sets |
If 2 sets have at least one element in common. |
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Set Operations |
1. Set Union 2. Set Intervention 3. Set Difference 4. Set Complement |
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Set Union (U) |
Combination of all elements from any two given sets |
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Set Intersection (n) |
Containing the elements common to any two given sets. |
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Set Difference |
Two sets A and B, B-A. |
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Set Complement |
Set containing all elements in Universal Set that are not found in a set. |
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Venn Diagram |
Geometric shapes representing a sets. |
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Cartesian Product |
Product of 2 sets |
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Types of Relation |
1. Reflexive 2. Symmetric 3. Transitive |
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