The graph of g (x) is the graph of f (x) = x+9 reflected across the y axis.

which equation describes the function g?

1. g (x) = x-9

2. g (x) = - x-9

3. g (x) = - 9x+9

4. g (x) = - x+9

Question

Mathematics

Aleena Sampson

16 September, 00:41

The graph of g (x) is the graph of f (x) = x+9 reflected across the y axis.

which equation describes the function g?

1. g (x) = x-9

2. g (x) = - x-9

3. g (x) = - 9x+9

4. g (x) = - x+9

+4

Answers (1)

Know the Answer?

Gaven Hatfield · Answer 1

The reflection will cause positive x's to be negative and negative x's to be positive. The same with the y's. So, that makes the x in the f (x) negative and the + 9 to be - 9. The answer is 2. g (x) = - x-9.

The graph of g (x) is the graph of f (x) = x+9 reflected across the y axis.which equation describes the function g?1. g (x) = x-92. g (x) = - x-93. g (x) = - 9x+94. g (x) = - x+9

The graph of g (x) is the graph of f (x) = x+9 reflected across the y axis.

which equation describes the function g?

1. g (x) = x-9

2. g (x) = - x-9

3. g (x) = - 9x+9

4. g (x) = - x+9