1. This is…
JEOPARDY

2. J E O P A R D Y
Transformations
Symmetry
Asymptotes
Functions
Sketching
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3. Transformations 100 Points
What symbol or number exists to make a parabola skinnier than normal?

4. Transformations 200 Points
What types of transformations are linear and what type are geometric?

5. Transformations 300 Points
f(x+c) would move the function f(x) where?

6. Transformations 400 Points
Give the equation for the following graph

7. Transformations 500 Points
Describe the changes to the parent graph with the equation y=-2[x-3]+4

8. Symmetry 100 Points
Is the following graph symmetrical about the origin?

9. Symmetry 200 Points
Algebraically, how can you tell if a function is symmetrical about y-axis

10. Symmetry 300 Points
Show a complete graph for all five symmetries for the following graph

11. Symmetry 400 Points
Name five capital letters (block style) of the alphabet have line symmetry

12. Symmetry 500 Points
Name five regular polygons with eight or less sides that have point symmetry.

13. Asymptotes 100 Points
Where do you look to determine the vertical asymptotes?

14. Asymptotes 200 Points
A hole occurs when the equation of a function has ……………...

15. Asymptotes 300 Points
Name the horizontal asymptotes of the equation y=x2+3x-2
x2+4

16. Asymptotes 400 Points
If a graph has asymptotes at x=-5 and x=1 with a hole at x=-1 write an equation that satisfies that

17. Asymptotes 500 Points
Sketch all (vertical, horizontal, and slant) asymptotes and holes for the equation y= x2-6x+8
x(x-3)2(x-4)

18. Functions 100 Points
Find the inverse of y=(x+3)4-5

19. Functions 200 Points Is the following function even, odd, or neither.
Y=5x2+6x-9

20. Functions 300 Points
Give the equation, name and sketch five parent functions

21. Functions 400 Points
Name the function shown below. Tell whether it is symmetrical about the origin, x-axis, y-axis, y=x, or y=-x

22. Functions 500 Points Sketch y=2(x+3) -6 and its inverse
Is it and/or its inverse a function?

23. Sketching 100 Points
If f(x)= x2, sketch f(x+3)

24. Sketching 200 Points
If f(x)=lxl, sketch -flxl+4

25. Sketching 300 Points
If f(x)=[x], sketch -3f(x)+2i9u

26. Sketching 400 Points
If f(x)= x, sketch f(5x)+3

27. Sketching 500 Points
If f(x)=1/x, sketch f(x+5)+1

28. Final Jeopardy
The sine and cosine curves are functions. Tell whether each is even, odd, or neither.