Transforming graphs: y = f(x) + a

12 questions

1. When every point of a shape moves the same distance in the same direction the transformation is called a...
2. Match each piece of function notation to a description.
3. Shape 'a' has been transformed to shape 'b' by a translation of...
4. For the function \text{f}(x), \text{f}(8)=37, match these transformations of the function to their values.
5. The point (4,1) is translated 'up 5'. What is it's new position?
6. The point (-5,-a) is translated 'down 4'. What is it's new position?
7. \text{f}(x)+a is a transformation by...
8. \text{f}(x)+a translates the graph by a in the...
9. y=\text{f}(x) is graphed here. The second line represents what transformation of y=\text{f}(x)?
10. y=\text{f}(x) is graphed here. Which coordinate pairs will be on the transformation y=\text{f}(x)-6?
11. The points (-2, 24), (-1,-1), (0, 8) lie on the graph of \text{f}(x). Which points will lie on the graph of y=\text{f}(x)+12?
12. (-c,d) is on the graph of y=\text{f}(x). What will the position of this point be if the graph is transformed by y=\text{f}(x)+a?

License: OGL