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A graphic function is a mathematical relationship between two variables that is represented visually through a graph. It typically shows how one variable changes in relation to the other.
To check your answer for a graphic function, you can plot the given points on a graph and see if they form a straight line or a curve. You can also use the equation of the function to calculate the output for a given input and compare it to the given answer.
The purpose of using a graphic function is to visually represent a mathematical relationship between two variables. It can help in understanding patterns and making predictions based on the given data.
A graphic function is represented visually through a graph, while an algebraic function is represented through an equation. A graphic function can also show the relationship between two variables, while an algebraic function can have multiple variables.
Yes, a graphic function can have different forms such as linear, quadratic, exponential, logarithmic, etc. These forms can be identified by the shape of the graph and the equation of the function.