The goal of the course is to investigate concepts of algebra, build on what was learned in algebra 1, and lay a foundation for preCalculus and calculus study. Following are “Seven Steps to Success” to help you to get the most out of your class experience.
2) In a typical week, a student should first watch the assigned video lessons and fill out the downloadable note sheets as you watch.
3) Then attempt the problems assigned from the textbook. Keep track of the homework problems that you can’t figure out.
5) If you are still stuck, a quick web search may get you to the understanding you need.
6) When you have completed all the videos and homework, check your answers with the solutions provided. At the end of each answer key, there is a scale that you can use to change all of your homework scores into 10 point scores (this makes it easier for parents to grade...8/10 = 80%...).
7) You are now ready to take the test or quiz. Prepare a one-page note sheet with important facts and formulas. You should plan to spend about 30 minutes on quizzes. The tests should take about one hour.
Week 1 – Properties of Exponents Review, Exponential Growth/Decay
Week 2 – The Natural Base e, Exponential Equations
Week 3 – Evaluating Logarithms, Inverse Properties of Logarithms, Graphing Logarithmic Functions
Week 4 – Properties of Logarithms, Solve Exponential Equations, Solve Logarithmic Equations
Week 5 – Joint and Inverse Variation, Graph Rational Functions
Week 6 – Operations with Rational Expressions, Complex Fractions, Solve Rational Equations
Week 7 – The Parabola, Circles, Ellipses, and Hyperbolas
Week 8 – Translate Graphs of Conics, Solve Systems of 2nd Degree Equations
Week 9 – Permutations/Counting Principle, Combinations, Binomial Expansion
Week 10 – Probability, Disjoint or Overlapping Events
Week 11 – Independent or Dependent Events, Binomial Distribution
Week 12 – Arithmetic Sequences and Series
Week 13 – Geometric Sequences and Series
Week 14 – Final Review and Final Exam[A link for a FREE version of the Texas edition of the textbook can be found here. The course was designed with the Michigan edition but 99.5% of the problems are identical.]
- you may print or download to a local hard disk extracts for your personal homeschool and non-commercial use only
- Teacher: Thomas Frederick