ALEX Lesson Plans
Subject: Mathematics (9  12) Title: Zero Product Property
Description: The zero product property allows you to solve a quadratic equation by converting it into two linear equations. This is a common strategy of algebra to break down a problem into simpler parts, each solved by previously learned methods.
Subject: Mathematics (9  12) Title: Discover the Roots of a Polynomial Function
Description: In this lesson, students will be reintroduced to the Four Step Problem  Solving Plan. The plan will be used as a 'checks and balance' tool for discovering the roots (solutions) of polynomial functions. Students will:
*Explore the problem  identify what is given and what they are asked to find.
*Develop a plan  look for a pattern, make a model, solve a simpler but related problem.
*Solve the problem  carry out the plan
*Examine the solution  check the results with the conditions in the problem, check the reasonableness of the solution
Subject: Mathematics (9  12), or Technology Education (9  12) Title: Family Ties: Parabolas
Description: This lesson allows students to manipulate the parameters while using the vertex form of the equation of a parabola to see the effects on the graph. The spreadsheet can be altered for other functions.This lesson plan was created as a result of the Girls Engaged in Math and Science University, GEMSU Project.
Subject: Mathematics (9  12) Title: "Factoring by Mack"
Description: This strategy for factoring trinomials will eliminate the trialanderror method used in most textbooks.The lesson will be a direct teaching lesson. With the teacher lecturing and the students taking notes and then having the students break up into groups to solve sample problems.This lesson plan was created as a result of the Girls Engaged in Math and Science, GEMS Project funded by the Malone Family Foundation.
Subject: Mathematics (9  12) Title: Classifying Complex Numbers
Description: This lesson helps students distinguish between strictly complex numbers, strictly real numbers and strictly imaginary numbers while learning that real numbers and imaginary numbers are subsets of the set of complex numbers.
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