5. Describe the transformation shown in the graph.[A] Reflect over x-axis [B] Reflect over y-axis [C] Rotate 180 degrees [D] Rotate 270 degrees CCW

Answered: 5. Describe the transformation shown in…

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

ChapterP: Preliminary Concepts

SectionP.CT: Test

Problem 1CT

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90 degrees counter clockwise, 180 degrees counter clockwise, or 270 degrees counterclockwise.
Find Av, where v = (3,5). 0 -1 A = -1 Av = Describe the transformation. The transformation is a reflection over the y-axis. The transformation is a horizontal stretch. The transformation is a reflection over the line y = x. The transformation is a vertical stretch. The transformation is a reflection over the line y = -x. The transformation is a reflection over the x-axis.
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Which equation represents the following transformations performed on the parent graph given below. Translate to the down 3 units Vertical stretch by 2 units
ide.pdf +112% 15. Graph the image of VWXY after the following transformations: Rotation 180° about the origin Translation (х, у) — (х — 5, у + 9) Are the image and preimage congruent? Explain. 14 12 10 -14 -12 -10 -8 -2 2. 8- 10 12
Describe the transformations in each transformation equation. Choose the most accurate description. y = 3f (4x+2)- 1 **Hint: Keep in mind that the transformation equation needs to be in the form y=af (b(x-h))+k 1 a. Vertical stretch of 3 about the x-axis, horizontal stretch of about the y-axis, horizontal 4 translation of 12 unit left, vertical translation of 1 unit down b. translation of 12 Vertical stretch of 3 about the y-axis, horizontal stretch of unit left, vertical translation of 1 unit down about the x-axis, horizontal 4 C. Vertical stretch of 3 about the x-axis, horizontal stretch of 44 about the y-axis, horizontal translation of 2 unit left, vertical translation of 1 unit down d. Vertical stretch of 3 about the x-axis, horizontal stretch of 4 about the y-axis, horizontal translation of 2 unit left, vertical translation of 1 unit down
2. Describe the graph of y = cscx in terms of a transformation of the graph y = sec x. Is this the only possible transformation?

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5. Describe the transformation shown in the graph. [A] Reflect over x-axis [B] Reflect over y-axis [C] Rotate 180 degrees [D] Rotate 270 degrees CCW