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Using your calculator, graph the curve which results from each function: For a) and b) graph the parent function y = sin(x) as well for comparison. For c) and d) graph y = cos (x). a) y = 3 sin(x) b) y = 4 sin(x) c) y = 5 cos( x) d) y = 2 cos(x) Describe what is changing between the graphs and how it relates to the equations. Presumptive test for drugs
Using function transformations to quickly graph variations on functions. Graphing radical functions with odd-numbered roots and recognizing the unlimited domain. Recognizing when polynomial functions don't cross the x -axis at an intercept.

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So the graph of the new function f( x) is the re ection of the graph of f(x) about the y-axis. Example 6.2 Graph the functions f(x) = x3 and f( x) = x3 on the same axes. Solution. The graphs of both f(x) and f( x) are shown in Figure 6.1(b) Symmetry About the y-Axis When constructing the graph of f( x) sometimes you will nd that this new graph ...

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Function Transformations W hen studying the transformations that can occur in the graph of a function, we have as objective to develop the perception that the knowledge of the graph of a very simple function, will allow us to discover the graphs of other functions, which being of the same type, result from the one of these transformations.

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This graph has been shifted to the left 2 spaces. Summary: A left or right shift is what happens when we make a change to the exponent. In general, if we have the function then the graph will be moved left c units if c is positive and right c units if c is negative.

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1_Graphing: Parent Functions and Transformations . Sketch the graph using transformations . Worksheet 2.4— Parent Functions & Transformations . Show all ... Give a function f , which of the following represents a horizontal stretch by a factor of 3?

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function for the graph at the right. b. What is the equation of the function? c. Write the equation in standard form. d. What is the importance of the x-intercept in graph? e. How many zeros of the function are there in this graph? 6. Describe what happened to the parent a. function for the graph at the right. b. What is the equation of the ...

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May 02, 2016 · Graphing quadratic functions worksheet name use the attached grid paper to graph each function. Quadratic functions and inequalities properties of parabolas vertex form graphing quadratic inequalities factoring quadratic expressions solving quadratic equations w square roots solving quadratic equations by factoring.

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CC7/8 Name_____ Dilations Worksheet Period ____ Graph the image of the figure using the transformation given. Make a chart of the pre-image coordinates, mapping and compute the new coordinate values, and graph the new image. 1) dilation of 1 4 2) dilation of 2.5 3) dilation of 1.5 4) dilation of 0.5 C M x Y L K A W B X D Z

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4.2 - Logarithmic Functions and Their Graphs Inverse of Exponential Functions. We stated in the section on exponential functions, that exponential functions were one-to-one. One-to-one functions had the special property that they have inverses that are also functions. And, as many of you said in class, and I'm so glad you remember, one-to-one ...

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Transformations:_____ Given the parent function and a description of the transformation, write the equation of the transformed function, f(x). 11.Absolute Value — vertical shift up 5, horizontal shift right 3.

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In order to read off the phase shift of transformations of the other trigonometric functions remember to write the function in the appropriate form, namely: y = Atan (k (x - c)) + d, y = Acot (k (x - c)) + d y = Acot (k (x - c)) + d, y = Acsc (k (x - c)) + d where A and k are non-zero real numbers. Amplitude, Period and Phase Shift

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