Transformation of quadratic functions ppt
[DOC File]Parabolas and transformations
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Activity 4 – Parabolic Transformation Creations (Based on Graphic Algebra. pages 31-34) Asp, G., J. Dowsey, K. Stacey and D. Tynan, 2004, Graphic Algebra, California: Key Curriculum Press. For this activity you will use your graphics calculator to create six designs with the graphs of quadratic functions.
[DOCX File]WordPress.com
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Example to show that completed square rearranged is a normal quadratic. Show that completed square is transformation of x squared graph. Followed by practice rearranging into normal quadratic form. Could use opportunity here to sketch graphs using transformations or leave this until next part of lesson.
[DOC File]Unit 7: Acute Triangle Trigonometry (5 days + 1 jazz day ...
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Apply a series of transformation to y=x2 to produce the necessary quadratic function Lesson Included N C QF2.05 determine, through investigation using technology, and describe the roles of a, h, and k in quadratic functions of the form f (x) = a(x – h)2 + k in terms of transformations on the graph of f(x) = x2 (i.e., translations; reflections ...
[DOC File]11 - University of Illinois at Urbana–Champaign
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The Fraunhofer approximation can be made if the observation plane is farther away. For , the quadratic phase terms can be ignored in Eq. 21, ... 26 Since the Fourier transform of a cosine function is a sum of two delta functions, ... Fourier Transformation Properties of Lenses. Lenses have the capability to perform Fourier transforms, much like ...
[DOC File]Coordinate Algebra: Unit 3 – Linear and Exponential Functions
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Transformations of Exponential Functions. Transformation of Linear Functions. Student Misconceptions: Students may believe that the graph of y = (x – 4)3 is the graph of y = x3 shifted 4 units to the left (due to the subtraction symbol). Examples should be explored by hand and on a graphing calculator to overcome this misconception.
[DOC File]ALGEBRA 2 X
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Examples together: Write a quadratic function in standard form for each given set of zeros. a) 6 and -3 b) -2 and 7. Classwork Activity (for the rest of today, and tomorrow)! Yesterday (and probably last year, too!) you learned how to find the zeros of a quadratic function.
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