1. Review last weeks worksheets
As well as gridwords, factoring polynomials
Go over Absolute Value
Absolute Value Scavenger Hunt
Questions from class:
Absolute values expressions that are equal to zero have no real solution!
Order of expressions is important for simplifying an equation but in these cases, you will want to isolate the expression with the unknown and then solve.
Please complete each section of review for class next week.

2. 16d2 = 81
Take the square root
4d = 9
d = 9/4

3. 16d2 = 81
Take the square root
4d = 9
d = 9/4

4. quadratic formula.
Then
First

5. quadratic formula.
Then
First

6. Remember you can cross multiply!

7. Remember you can cross multiply!

9. Answers from Week 2

11. If your absolute value = 0 then there is no real answer

15. Please solve the problems in each topic. Feel free to use your notes
Please solve the problems in each topic. Feel free to use your notes! Short quiz next week;(I promise it won’t be bad.)
Exponents and Polynomial Expressions
Completely factor each expression. As in find a common factor(s) and go from there.

16. Rational Expressions (but are they?)
Totally Radicals and Rational Exponents (raised to a power and the root of)

17. Don’t forget to simplify
Don’t forget to simplify! No, this is not a different section, just a suggestion.
Oh-So Complex Numbers (square root of -1)

18. Linear Equations
Absolute Value Equations. Be sure to check for extraneous solutions.
Ever wonder why they don’t just call them “false” or “bogus” solutions?

19. Rational Equations (common denominators and cross multiply)
Quadratic Equations: The ones where you start with changing it into one form and then put it in the quadratic formula.
Rational Equations (common denominators and cross multiply)
There ‘s that word again!

20. Linear & Absolute Value Inequalities. Open or closed dot
Linear & Absolute Value Inequalities. Open or closed dot? Ray or segment?