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The pre-image in red has been transformed to the image in green. Select the equations for both images. O f(2) = -2 (4) – 1 O (2) = -2 (}) + 1 O {(a) = 2 (4) + 1 O {(2) = 2 () f(a) - 2 (금) O f(2) = -2 ()

The pre-image in red has been transformed to the image in green. Select the equations for both images. O f(2) = -2 (4) – 1 O (2) = -2 (}) + 1 O {(a) = 2 (4) + 1 O {(2) = 2 () f(a) - 2 (금) O f(2) = -2 ()

Intermediate Algebra
Intermediate Algebra
19th Edition
ISBN:9780998625720
Author:Lynn Marecek
Publisher:Lynn Marecek
Chapter11: Conics
Section11.3: Ellipses
Problem 144E: Explain in your own words how to get the axes from the equation in standard form.
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Answer this question for me mate. Much appreciated. :)

The pre-image in red has been transformed to the image in green. Select the equations for both images. □ f(2) 3 -2 (금) -1 O f (2) = -2 () +1 O f (æ) = 2 () +1 O f(2) = 2 () (부) O f(2) = -2 () f (z) = 2
Transcribed Image Text:The pre-image in red has been transformed to the image in green. Select the equations for both images. □ f(2) 3 -2 (금) -1 O f (2) = -2 () +1 O f (æ) = 2 () +1 O f(2) = 2 () (부) O f(2) = -2 () f (z) = 2
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