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Algebra 2 An Integrated Approach, Larson/Kanold/Stiff, 1995, D.C. Heath and Company Section References 5.1 Solving Quadratic Equations by Finding Square Roots 5.2 Parabolas: Graphs of Quadratic Equations 5.3 Completing the Square 5.4 The Quadratic Formula 5.5 Complex Numbers 5.6 Solving Any Quadratic Equations 6.1 Relations and Functions 6.2 Function Operations 6.3 Inverse Functions 6.4 Special Functions 7.1 Properties of Exponents 7.3 nth Roots and Rational Exponents 7.4 Properties of Roots and Real Numbers 7.5 Solving Radical Equations 7.6 Graphing Square Root and Cube Root Functions 9.1 Operations with Polynomials 9.2 Graphs of Polynomials Functions 9.3 Factoring Polynomials and Solving 9.4 Polynomial Division, Factors and Remainders 9.5 Finding Rational Zeros 9.6 Connections: Zeros, Factors, and Solutions 9.7 Exploring Data: Measures of Dispersion 11.1 Parabolas 12.5 The Binomial Theorem Software Bradford Algebra Software: Exponents, Roots and Radicals
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Calif. Dept. of Ed. Standards, Assessment, Ed. Reference. Calculator Reference Site http://www.ti.com/
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Previously Published Data 1.) Assign students problems when they are familiar with the difference of two squares formula in expanding a factor.
2.) Give students algebra tiles or graph paper where they can explore perfect square trinomials. The following are suggested (x +1)(x + 1), (2x + 1)(2x + 1), (3x -1)(3x - 1), and (2x - y)(2x - y). This should be similar to the first student task on Standard 3. 3.) Have students work on trinomials where the first term has a coefficient of 1 and they have to figure out the factors. Trinomial Product Sum Factors x(x) + 6x + 5 5 6 (3,2) x(x) - 7x - 8 -8 -7 (-8,1) x(x) - x - 6 -6 -1 (-3, 2) x(x) - 9 -9 0 (3,-3) |
Previously Published Data 1.) Have various problems where students factor
either trinomials, difference of squares, sum and difference of cubes.
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