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the function f(x)=(4x-8)^2 is the image of g(x)=x^2 after a set of transformations have occurred. which of the following describes the transformation that occurred to
the function f(x)=(4x-8)^2 is the image of g(x)=x^2 after a set of transformations have occurred. which of the following describes the transformation that occurred to g(x) the options are in the pic
2.6 Checkpoint V Pre-Calculus OL v4 A - Cohen, Dana / Unit 2: Exploring Functions Om( Ax) ) Of8(x) ) O 8 ( h(x) ) Q 6. The function A(x) = (4x - 8)"is the image of 8(x) = * after a set of transformations have occurred. Which of the following best des The function g(x) was compressed horizontally by a factor of four then translated left eight units. The function g(x) was compressed horizontally by a factor of four then translated right eight units. The function g (x) was compressed horizontally by a factor of four then translated right two units. O The function g(x) was compressed horizontally by a factor of four then translated left two unitsStep by Step Solution
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