Onto Functions(Surjective Functions)-Definition, Graph, Properties, Solved Examples, FAQs

Onto Function is one of the many types of functions defined based on the relationship between its domain and codomain. ...
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One-to-One Functions(Injective): Definition, Graph, Properties, Solved Examples, FAQs

One to One Function or One-One Function is one of the types of functions defined over domain and codomain and ...
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Types of Functions | One-One(Injective), Onto(Surjective), Many One, Into Functions with Examples, FAQs

Functions are defined as the relations which give a particular output for a particular input value. A function has a ...
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Domain and Range of a Different Types of Functions | Solved Examples, FAQs

In mathematics, a function represents a relationship between a set of inputs and their corresponding outputs. Functions are fundamental in ...
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What is a Function | Definition, Representation, Types, Solved Examples, FAQs

What is a Function ? A function is a special relation or method connecting each member of set A to ...
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Composition of Relations(Class 11 Math) Definition, Types, Properties, Solved Examples, FAQs

Composition of Relations is a mathematical concept that links elements across different sets by combining multiple relations. This powerful tool ...
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Inverse Relation Theorem(Class 11 Math)-Graph, Properties, Solved Examples, FAQs

Inverse Relation: An inverse relation is the opposite of a given relation obtained by interchanging or swapping the elements of ...
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Partial Order Relation on a Set(Class 11 Math) Definition, Proof, Properties, Solved Examples, FAQs

A relation is a subset of the cartesian product of a set with another set. A relation contains ordered pairs ...
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Equivalence Relations(Class 11 Math) Definition, Proof, Properties, Solved Examples, FAQs

Equivalence Relation is a type of relation that satisfies three fundamental properties: reflexivity, symmetry, and transitivity. These properties ensure that ...
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Transitive Relations(Class 11 Math) Definition, Properties, Solved Examples, FAQs

Transitive Relation is one of the necessary conditions for equivalence relation, as for any relation to be that needs to ...
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