By Ron Larson, Robert Hostetler, Patrick M. Kelly
Constructed to arrange scholars within the mixed easy and intermediate algebra direction for a college-level curriculum, hassle-free and Intermediate Algebra owes its good fortune to the hallmark good points for which the Larson crew is understood: studying by way of instance, obtainable writing variety, emphasis on visualization, and finished workout units. those pedagogical beneficial properties are rigorously coordinated to make sure that scholars are larger in a position to make connections among mathematical ideas and comprehend the content material. the hot scholar help version keeps the Larson culture of guided studying by way of incorporating a finished diversity of pupil good fortune fabrics in the course of the textual content. also, teachers and scholars alike can song development with HM investigate, a brand new on-line diagnostic evaluation and remediation instrument from Houghton Mifflin.
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Extra resources for Elementary and Intermediate Algebra, 4th Student Support Edition
S16) s. com/pic/larsonEIASSE4e. * Key Terms to Know ellipse, p. 770 focus (of an ellipse), p. 770 vertices (of an ellipse), p. 770 major axis (of an ellipse), p. 770 center (of an ellipse), p. 770 minor axis (of an ellipse), p. 770 co-vertices (of an ellipse), p. 770 hyperbola, p. 781 conics (conic sections), p. 758 circle, p. 758 center (of a circle), p. 758 radius, p. 758 parabola, p. 762 directrix (of a parabola), p. 762 focus (of a parabola), p. 762 vertex (of a parabola), p. 762 axis (of a parabola), p.
617 discriminant, p. 631 parabola, p. 1 zeros of a polynomial, p. 663 test intervals, p. 663 critical numbers, p. 663 Solving Quadratic Equations: Factoring and Special Forms 614 1 Solve quadratic equations by factoring. 2 Solve quadratic equations by the Square Root Property. 3 Solve quadratic equations with complex solutions by the Square Root Property. 4 Use substitution to solve equations of quadratic form. 2 Completing the Square 623 1 Rewrite quadratic expressions in completed square form.
12 Ϫ 3x ≤ Ϫ15 xϩ3 23. Ϫ1 ≤ < 2 2 24. Ϫ4x ϩ 1 ≤ 5 or Ϫ5x ϩ 1 ≥ 7 25. 8x Ϫ 3 ≥ 13 Խ Խ The Cumulative Tests that follow Chapters 3, 6, 9, and 12 provide a comprehensive self-assessment tool that helps you check your mastery of previously covered material. Answers to all questions in the Cumulative Tests are given in the back of the textbook. 212 Copyright 2008 Cengage Learning, Inc. All Rights Reserved. May not be copied, scanned, or duplicated, in whole or in part. This page intentionally left blank A Word from the Authors Hello and welcome!