BINARY OPERATIONS: BASIC CONCEPT OF BINARY OPERATIONS : LSUS
FURTHER MATHEMATICS SSS1 FIRST TERM
WEEK 7
BINARY OPERATIONS: BASIC CONCEPT OF BINARY OPERATIONS
Contents
- Concept of binary operations,
- Closure property
- Commutative property
- Associative property and
- Distributive property.
Definition:
A binary operation is any rule of a combination of any two elements of a given non-empty set. The rule of combining two elements of a set may give rise to another element that may or may not belong to the set under consideration.
It is usually denoted by symbols such as, *, Ө e.t.c.
Properties:
A. Closure property: A non-empty set z is closed.... View More
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- INDICES
- INDICIAL AND EXPONENTIAL EQUATIONS
- LOGARITHM – SOLVING PROBLEMS BASED ON LAWS OF LOGARITHM
- REVIEW OF BASIC CONCEPT OF SET
- SETS
- OPERATION OF SET AND VENN DIAGRAMS
- FIRST HALF-TERM REVISION QUESTIONS
- BINARY OPERATIONS: BASIC CONCEPT OF BINARY OPERATIONS
- BINARY OPERATIONS: IDENTITY AND INVERSE ELEMENTS
- SURDS
- STATISTICS: MEASURES OF CENTRAL TENDENCY
- Chapters 11
- Category SSS1
- Author ClassNotes Edu
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