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Chapter 4.14.3 Review1. What function is graphed? (HINT write the function in factored form, then FOIL to standard form)2. Graph the following function by plotting the intercept, vertex, and identifying
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Study the graph carefully to understand its overall shape and pattern.
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Identify the key points on the graph such as the intercepts, peaks, valleys, and any other notable features.
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Examine the slope of the graph at various points to determine if it is increasing, decreasing, or constant.
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Analyze any discontinuities or breaks in the graph to understand the behavior of the function.
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Take note of any symmetry or asymmetry in the graph to gain insights into the function.
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Compare the graph with known functions and their characteristics to make an educated guess about the function being graphed.
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The function being graphed is a quadratic function.
Individuals or businesses who use the quadratic function in their calculations are required to file.
The quadratic function can be filled out by inputting values for the coefficients of x^2, x, and the constant term.
The purpose of graphing the quadratic function is to visualize its shape and behavior.
The information that must be reported includes the vertex, axis of symmetry, and the intercepts of the quadratic function.
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