1. Honors Algebra II Honors Algebra II Please record your homework on your chart Study for Chapter 3 Test Tomorrow (Stations and Hot Seat Posted on Wiki) Reminder: Chapter 3 Hot Seat today Test Review Session today 2:16 to 3pm Chapter 3 Individual Test Tomorrow (2 16 16)

2. Objective Prepare for the Chapter 3 Individual Test Tomorrow Honors Algebra II Chapter 3 Study Team Strategy Hot Seat

3. Use what you know about transforming parent graphs to write an equation for each of the graphs described below. A parabola opening upward, shifted 2 units down and 3 units right. A cubic function with a stretch factor of 3 and a locator point at (-4, 3).

4. Solve by re-writing.

5. Subtract the rational expression

6. Add the rational expression

7. Simplify the rational expression

8. Solve by re-writing.

9. Add the rational expression

10. Divide the rational expression

11. Solve by re-writing.

14. Multiply the rational expression

15. Simplify the rational expression

16. Simplify completely.

18. Given the rational expression Simplify completely, then state which values make the denominator zero.

19. Solve the rational equation.

20. Simplify, no negative exponents or decimals.

21. Add the rational expression.

22. Given the function f(x) = x 3 + 3x + 2, find: (- x) 3 + 3(-x) + 2= -x 3 -3x+2 -1(x 3 + 3x + 2)= -x 3 - 3x - 2 Neither

23. Simplify. No negative exponents or decimals.

24. Simplify. No negative exponents or decimals.

25. Given: Find the value of x for which f(x)=4. x=12

26. Solve. X=4/3