differentaite a function and a relation
Answers
Answer:
A function is a relationship between quantities where there is one output for every input. If you have more than one output for a particular input, then the quantities represent a relation. A graph of a relationship can be shown to be a function using the vertical line test
Answer:
Relations and functions are both closely related to each other. One needs to have a clear knowledge to understand the concept of relations and functions to be able to differentiate them. In this article we are going to distinguish between relations and functions.
relation
• Two or more sets can be related to each other by any means is known as Relation.
• Let us consider an example two set A and set B having m elements and n elements respectively, we can easily have a relation with any ordered pair which shows a relation between the two sets A and B.
function
• A function can have the same range mapped as that of in relation, such that a set of inputs is related with exactly one output.