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Graphs of Basic Functions & Piece wise Functions Name: Worked With: Instructions: It is expected that you have watched the section video and read the book prior to class. If you are asked to work
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How to fill out graphs of basic functions

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How to fill out graphs of basic functions:

01
Start by determining the range and domain of the function. The range refers to the set of all possible y-values that the function can have, while the domain represents the set of all possible x-values.
02
Plot key points on the graph. These points can be determined by evaluating the function at specific x-values and finding their corresponding y-values. For example, if the function is f(x) = x^2, you can plot points such as (0,0), (1,1), and (-1,1) to get an idea of the shape of the graph.
03
Connect the plotted points with a smooth curve. This will help you visualize the overall shape of the graph and identify any important features such as intercepts, asymptotes, or maxima/minima.
04
Label the x and y axes and provide a title for the graph. This will help to clearly communicate the function being represented and provide context for the graph.
05
Finally, check your graph by evaluating a few additional points to ensure that it accurately represents the function.

Who needs graphs of basic functions?

01
Students studying mathematics or calculus benefit from graphing basic functions as it helps in visualizing functions and their behavior.
02
Scientists and researchers often use graphs to represent data and analyze trends. Basic functions can serve as fundamental building blocks for more complex models and equations in scientific research.
03
Engineers and architects frequently use graphs to visualize relationships between variables and solve problems related to design, construction, and analysis.
04
Financial analysts and economists utilize graphs to represent economic models, market trends, and investment strategies.
05
Individuals interested in analyzing real-world phenomena, such as population growth or climate change, may use graphs to identify patterns and make predictions.
Overall, anyone seeking to understand and communicate mathematical or scientific concepts can benefit from graphs of basic functions.
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Graphs of basic functions show the relationship between input values and output values of mathematical functions.
Individuals or organizations who want to visually represent the behavior of basic functions.
Graphs of basic functions can be filled out by plotting points, using a graphing calculator, or creating the graph digitally on a computer.
The purpose of graphs of basic functions is to visualize the behavior and properties of mathematical functions.
The x and y values of points, the shape of the function's curve, and any key features such as intercepts or asymptotes.
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