y = is transformed into the graph of 2y - 6 - 57, If the graph of -4 f (x- 3, point a, b) on the graph of y- f(x) becomes point ( A, B} where A and B are expzessed as : A. A- & + 4, 3. A -a +6, 3 -2b...

Please help me answer this asap y = is transformed into the graph of 2y - 6 - 57, If the graph of -4 f (x- 3, point a, b) on the graph of y- f(x) becomes point ( A, B} where A and B are expzessed as : A. A- & + 4, 3. A -a +6, 3 -2b - 6 (x) C. A = a + 3, B -2b + 3 D. A- a 2, B = 2b + 3 B - 2b - 3

y =<br>is transformed into the graph of 2y - 6 -<br>57, If the graph of<br>-4 f (x- 3, point a, b) on the graph of y- f(x) becomes point (<br>A, B} where A and B are expzessed as :<br>A. A- & + 4,<br>3. A -a +6, 3 -2b - 6<br>(x)<br>C. A = a + 3, B -2b + 3<br>D. A- a 2,<br>B = 2b + 3<br>B - 2b - 3<br>

Extracted text: y = is transformed into the graph of 2y - 6 - 57, If the graph of -4 f (x- 3, point a, b) on the graph of y- f(x) becomes point ( A, B} where A and B are expzessed as : A. A- & + 4, 3. A -a +6, 3 -2b - 6 (x) C. A = a + 3, B -2b + 3 D. A- a 2, B = 2b + 3 B - 2b - 3

Jun 05, 2022

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y = is transformed into the graph of 2y - 6 - 57, If the graph of -4 f (x- 3, point a, b) on the graph of y- f(x) becomes point ( A, B} where A and B are expzessed as : A. A- & + 4, 3. A -a +6, 3 -2b...

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