Suppose the point (4, -2) lies on y = g(x) and the point (4, 5) lies on y = f[g(x)]. Then a point on y = f(x) must be %3D %D %3D O(-2, 5) O (4, -2) O (5, 4) O (5. -2)

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter11: Topics From Analytic Geometry
Section11.3: Hyperbolas
Problem 51E
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Nekruz Ayon: Attempt 1
Suppose the point (4, -2) lies on y = g(x) and the point (4, 5) lies on y = f[g(x)]. Then a
point on y = f(x) must be
%3D
O (-2, 5)
O (4, -2)
(5, 4)
O
(5, -2)
Transcribed Image Text:ca Homepage - Augus.. AMy Drive Google... Inbox (9) - nekruz.a.. Student Reports myBlueprint e Left:0:53:29 Nekruz Ayon: Attempt 1 Suppose the point (4, -2) lies on y = g(x) and the point (4, 5) lies on y = f[g(x)]. Then a point on y = f(x) must be %3D O (-2, 5) O (4, -2) (5, 4) O (5, -2)
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