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21 lis 2023 · Learn the definitions of input and output in math. Discover how to find the input and output of functions. See input and output math examples.
- Input-Output Tables | Definition, Charts & Examples
Learn what input-output tables are and how they are used in...
- Mapping Diagram Function
To create a mapping diagram, list all of the input values in...
- X-Coordinates
Example 1 In the image, there is a red ordered pair, (-3,1)....
- How to Determine a Function
Recall that by definition, a function must have exactly one...
- Vertical Line | Slope & Equation
Learn the vertical line equation, how to find the slope, and...
- Function Table Rules
The rules of the function table are the key to the...
- Input-Output Tables | Definition, Charts & Examples
An input-output rule is a rule that takes an allowable input and uses it to determine an output. For example, the following diagram represents the rule that takes any number as an input, then adds 1, multiplies by 4, and gives the resulting number as an output.
Here you will learn about input/output tables, including what input/output tables are, how to generate a number pattern using input/output tables, and how to use input/output tables to plot coordinates on a coordinate plane.
To use a single function machine (input → output): Start with the input. Work through the function machine operation from left to right. The output is the result of the calculation.
From the flow diagram, we read right to left to find the input: if the output is \(33\), then the input is \(6\). Find the output value of \(y\) for the input value \(x = 2\). The input \(x = 2\) is not in the given flow diagram.
A function is like a machine that takes an input and gives an output. Let's explore how we can graph, analyze, and create different types of functions.
Watch on. A function machine shows the relationship between two variables, the input and the output. Here is a function machine: Input → × 3 → + 2 → Output. In this function we multiply the input by 3, then we add 2 to give us the output. If we put 5 into the function machine: 5 × 3 = 15. 15 + 2 = 17. The output is 17.
