Wednesday, October 26, 2011

Aim: How do we solve percent word problems?


Note: Below are extra credit problems.








Due: Thursday Oct. 26 th Only. Each problems is worth 1 point on your next test.





Homework: Complete handout sheetLesson

Review:http://www.regentsprep.org/Regents/math/ALGEBRA/AO3/Lpercent.htm

Practice Exercise:




Extra credit:

1) If a scale model Corvette is 8 inches in length, what is the actual size of the car

if the scale is 1: 32.

2) A flat screen 55 inch HD Television with 3D capability is being sold at 15% below the manufacturers recommended price of $2300. If there is an 8% sales tax on the actual selling price, what is the final cost to the customer including the tax?

3) If an Xbox costing $300 sells for $318, including tax, what is the tax rate?


Tuesday, October 18, 2011

Aim: How do we solve EVEN and ODD consecutive integer problems.








Homework: . Consecutive even and odd integer problems, all problems both sides. )

Lesson review:
For consecutive odd or even integers, also always start with a Let Statement and increment by 2:

ExampleLet:1st # = x
2nd # = x+2
3rd # = x+4
4th # = x+6
Then translate a verbal problem into an algebraic equation and solve

Tuesday, October 11, 2011

Aim: Review for Test #2




















Test 2 Thursday Oct. 13

Topics will include

as a minimum




  • Translating verbal Eq.

  • Literal equations

  • Add and Subpolynomials

  • Solving Equations

  • Distributive properties

  • Solving Multistep Eq.

  • Absolute Value


Homework: Complete and study topics of both test 2 review sheets . Answers a are available a

above

Monday, June 6, 2011

Final Exam Review Sheet





















Final Exam Notice


Final test

Tues June 7, 2011

Wednesday, May 11, 2011

Test # 15 Review
















Test 15 Review Sheet

Test 15 topics

1. Solving systems of equations by elimination.

2. Solving word problems leading to systems of linear equations.

3. Solving inequalities.

4. Graphing linear inequalities.

5. Solving system of linear inequalities by graphing.

6. Graphing quadratic functions.

7. Solving systems of linear-quadratics.

8. Exponential functions