Transforming graphs: y = f(−x)

12 questions

1. -\text{f}(x) transforms the graph of \text{f}(x) by __________ x-axis.
2. Match each piece of function notation to a description.
3. The transformation of shape 'a' to shape 'b' could be described by __________.
4. The transformation of the point (-3,2) to the position (-3,-2) could be described by __________.
5. The point (7,-9) is reflected in the y-axis. What is its new position?
6. The point (-c,d) is reflected in the y-axis. What is its new position?
7. \text{f}(-x) is a transformation by __________.
8. \text{f}(-x) is a transformation by reflection __________.
9. y=\text{f}(x) is graphed. Which of these images shows the graph of y=\text{f}(-x)?
10. Which point will remain invariant by the transformation y=\text{f}(-x)? Give your answer in the form (x,y) ___
11. Here is a table of values for an unknown function \text{f}(x). Which coordinate pairs will be on the graph y=\text{f}(-x)?
12. (e,f) is on the graph of y=\text{f}(x), e\neq{0} and f\neq{0}. What will be the position of this point on the graph y=\text{f}(-x)?

License: OGL