Input: In mathematics, the term "input" refers to the data or information given to a function or process. It is the starting point or value that is used to perform calculations or produce a result.
Illustration: Let's say we have a function that calculates the area of a circle. The radius of the circle would be the input, as it is the value we provide to the function in order to calculate the area.
Output: In mathematics, the term "output" refers to the result or solution obtained from a function or process. It is the value or information that is obtained after performing calculations or processes on the given input.
Illustration: Using the previous example of the function that calculates the area of a circle, the output would be the calculated area value. For example, if the input radius is 5 units, the output would be the calculated area of the circle.
Function: In mathematics, a function is a relationship between two sets of values, where each input value corresponds to exactly one output value. It is a rule or process that maps the input values to the output values.
Illustration: Let's consider a function that doubles any given number. If we input the number 4 into this function, the output would be 8, as the function doubles the input value. Similarly, if we input 6, the output would be 12.
3 Vocabulary Terms - Define/Illustrate
Input
Output
Function
Mathmatics
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