Learn the Key Algebra 2 Topics in a Good High School Math Curriculum

In some courses, non-algebra topics are included in the curriculum; such as matrices, trigonemetry, or data analysis.

The main determinor for success is mastery and retention of the basic algebra 1 skills.

If that's in place, the student should have a good year, but if not, some basic algebra review (here's a link to my favorite algebra review resource)could save the day, especially if started in the summer before the class begins.

If you can't confidently answer why your child should learn high school math, please read my article "Why Your Child Needs a Good High School Math Education."

Mastery of calculating percentages is critical to success in high school math and science classes as well as for earning high scores on the SAT and ACT tests. If your child has weak percents skills, consider remediation right away.

Conversely, it's also very important, as the consumer of public math education, to be aware of the pitfalls of American Math Education, the problems may be at least partially to blame if your child is struggling in his math classes.

Visit first-online-degree.com and discover options for math-oriented students to earn an accredited online bachelor degree.

Resources Outside the Classroom
Here is a handy web-resource for finding the needed formulas when completing homework.

If the course homework gets too hard for your student (and you) to complete in a reasonable amount of time, extra help may be necessary. Its very important for your child "get the hang" of algebraic thought and techniques now, when those ideas are still relatively simple and concrete.

Wyzant.com is a great resource to find local, experienced math tutors. Use this link to search for a private algebra 2 tutor near you!

Investing in math skills enrichment, like the courses offered by Kumon (pronounced koo-Mohn), an after-school program or a private tutor may be well worth the time and money you'll spend.

Key Algebra 2 Topics Should Include

1. Basic Concepts of Algebra 2: real numbers; simplifying; properties; solving and applying equations in one variable.
2. Inequalities: solving and applying inequalities in one variable and combined inequalities; absolute value.
3. Linear Equations and Functions: open sentences in two variables and their graphs; slope; finding the equation of a line; systems of linear equations in two variables and applications; linear inequalities in two variables; functions and relations.
4. Products and Factors of Polynomials: polynomials; exponents and their properties; multiplying and factoring polynomials; solving polynomial equations.
5. Rational Expressions: quotients of monomials; zero and negative exponents; scientific notation; simplifying and operations with rational expressions; complex fractions; fractional coefficients; fractional equations.
6. Irrational and Complex Numbers: roots and radicals; equations and operations with radicals; rational and irrational numbers; i and complex numbers.
7. Quadratic Equations and Functions: completing the square; the quadratic formula; the discriminant; quadratic equations and functions; graphs of parabolas.
8. Variation and Polynomial Equations: direct, inverse, and joint variation and proportion; dividing polynomials and synthetic division; the remainder and factor theorems; finding rational roots; approximating irrational roots.
9. Analytic Geometry: circles; parabolas; ellipses; hyperbolas; nonlinear systems of equations; systems of linear equations in three variables.
10. Exponential and Logarithmic Functions: rational exponents; real exponents; composition and inverses of functions; logarithms; laws of logarithms; applications of logarithms; the natural logarithm function.

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