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IMCName: ___ Date: ___ Domain and Analyzing Graphs Practice (Quiz Review)Identify the Domain and Range and tell if the relation is a function. 1. (3, 0), (7, 4), (1, 1), (3, 2)Function? ___2. (7,
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How to fill out analyzing graphs of functions

01
Identify the type of graph you are analyzing (linear, quadratic, exponential, etc.).
02
Label the axes with the appropriate variables.
03
Determine the scale of each axis to ensure accurate representation.
04
Plot the points based on the function's equation or data provided.
05
Connect the points smoothly, if applicable, to represent the function.
06
Identify key features of the graph, such as intercepts, maxima, minima, and asymptotes.
07
Analyze intervals of increase and decrease.
08
Examine the behavior of the graph as it approaches the axes or infinity.
09
Summarize the overall behavior and characteristics of the function based on the graph.

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Students studying mathematics or related fields.
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Analyzing graphs of functions involves studying the graphical representation of mathematical functions to understand their behavior, including their intercepts, slopes, maxima, minima, and asymptotic behavior.
Typically, students and professionals in mathematics, engineering, and sciences who need to present or study functions statistically are required to analyze graphs of functions.
Filling out an analysis of graphs involves plotting data points, identifying key features like roots and turning points, and labeling axes properly while noting the functional relationships.
The purpose is to visually interpret data, gain insights into functional relationships, and convey complex mathematical information in an understandable format.
Information such as axis labels, scales, critical points, trends, and any relevant mathematical notations must be reported when analyzing graphs of functions.
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