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[DOC File]DISCOVERY NOTES ON TRANSFORMATIONS
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We should perform transformations dealing with the constants . k, d, a, c in that order. Activity. Graph the parent functions on the left by using the table of values, then graph the functions on the right using a set of transformations. Show any rough work on the back of this page. a) x y -2 -1 0 1 2
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[DOC File]Translations of graphs
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Graph each point on the coordinate plane. 13. A(5, -2 ) 14. B(3, 5) 15. C(-3, 0) 16. D(-3, 4) 17. E(-3, -3) 18. F(-5, 1) 19. G(2, -1) 20. H(0, 4) 21. Complete the table and graph for all six points with the given information: Point Coordinate Quadrant/ Location A B E K (-3, 5) M (0,-3) G Origin
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Sequence of Transformations on Functions - MathBitsNotebook (A…
We want to see what happens to the graph when we add or multiply values to the inside of the function (directly on the x variable) or outside the function (applied to the function rule itself). In order to see how the graph changes we will look at the points (0, 0), (1, 1) and (–1, –1) on the graph of f(x).
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[DOCX File]QUADRATIC TRANSFORMATIONS
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Specify a sequence of transformations that will carry a given figure onto another. Plot the ordered pairs given in the table to make six different figures. Draw each figure on a separate sheet of graph paper. Connect the points with line segments as follows: For Set 1, connect the points in order.
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[DOC File]Transformations
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4. Given the graph provided, draw the reflection over the x- axis, then draw a separate graph over the y-axis, and finally draw a third graph over both axes. Discovery Directions. 1. Open up fathom. 2. Choose the graph icon and drag a new graph to your screen. Go to the upper right corner and choose Function Plot in order to get the axes on screen.
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[DOC File]Worksheet 6.1 - Ordered Pairs Name
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b) Describe in order, the transformations applied to the graph of y = x. 2 to obtain a graph of the following quadratic function. Example 2: Transformations are applied to the graph y = x2 to obtain a graph of a quadratic relation. Describe the transformations that you would apply for each of the following equations. a) y = -3(x + 1)2 + 2 b)
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[DOC File]Transformation of Functions: Part 2
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SUMMARY OF GRAPH TRANSFORMATIONS. Suppose that f and g are functions such that and . In order to transform the graph of the function f into the graph of g… 1st: horizontally stretch/compress the graph of f by a factor of and, if , reflect it about the y-axis. 2nd: shift the graph horizontally h units (shift right if h is positive and left if ...
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Graph transformations order