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Solved in 3 steps with 3 images
- Explain the effects of changes in “a” and “c” on the graph of y = ax2 + c. Transformations – Reflections (across the x-axis), vertical translations, and vertical dilationsWhat is the image point of (0,-9) after the transformation T(2, -4), R(y=x). PHOTO SHOWNA pre-image of a figure contains the point (3, 4). Distinguish the location of this point in the image of the transformation (x, y) → (y, x) by plotting your original point and your transformed point on a coordinate plane.
- Suppose a transformation T(x,y)=9x+3,y-7) is applied to the graph of y=1/x . What are the equations of the asymptotes to the image under the transformation?The point P(a, b) in the XY-plane is first rotated counterclockwise by 90 degrees around the point (1, 5) and then reflected about the line y= -x. The image of P after these two transformations is at (-6, 3). What is b - a,?A. Plot the circles x2+y2=4 and x2+y2=1 on the same coordinate plane. B. Find the image of any point on x2+y2=4 under the transformation (x,y)→(12x,12y). The point (2,0) will go to the ordered pair ( , ) C. What do you notice about x2+y2=4 and x2+y2=1 ? The small circle is a of the larger one using the origin as a center and a scale factor of
- Consider the transformation T, (defined in the uv plane) given by (image) with u>0 and v>0. We can state that: there may be more than one correct option a. T sends horizontal segments in pieces of hyperbolas. b. T sends horizontal segments in line segments passing through the origin. c. T sends vertical segments in pieces of circumferences. d.T sends vertical segments in pieces of parabolas.Use the rule (x, y) → (3x, 2y) to find the image for the preimage defined by thepoints. Determine whether the transformation is a rigid motion. 4. A(3, 5) , B(5, 3) , C(2, 2) How would I be able to work this step by step?Can I get some help with this "compositions of linear transformations" problem?