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Graphing Common Functions definitions
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Constant Function
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Constant Function
A rule where every input produces the same output, forming a horizontal line on a graph.
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이 집합의 용어 (14)
하이드의 정의
Constant Function
A rule where every input produces the same output, forming a horizontal line on a graph.
Identity Function
A rule where each input equals its output, resulting in a straight diagonal line.
Square Function
A rule where each input is raised to the second power, creating a parabola opening upward.
Cube Function
A rule where each input is raised to the third power, forming a curve that passes through the origin.
Square Root Function
A rule where each output is the positive root of the input, only defined for non-negative values.
Cube Root Function
A rule where each output is the cube root of the input, defined for all real numbers.
Domain
The set of all possible input values for a function, often shown as intervals on the x-axis.
Range
The set of all possible output values for a function, represented as intervals on the y-axis.
Parabola
A symmetric, bowl-shaped curve seen in the graph of a square function.
Real Numbers
All numbers on the number line, including negatives, positives, and zero.
Horizontal Line
A straight line parallel to the x-axis, representing constant output values.
Diagonal Line
A straight line passing through the origin with equal x and y values, seen in identity graphs.
Interval Notation
A method for expressing domains and ranges using brackets and parentheses to show endpoints.
Origin
The point (0,0) where the x-axis and y-axis intersect on a graph.