Search Results: 'quadratic equations'

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52 results for "quadratic equations"
Solving Quadratic Equations by Factoring By Homework Help Classof1
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"Solve the following equations: 1. x2 + 7x + 10 2. x2 + 5x - 24 " Solving Quadratic Equations by Factoring
Quadratic Equation In One Variable By narayana dash
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Quadratic equations explained in detail in all aspects. Quadratic equations have extended number system from rational numbers to real number system, including irrationals, from real numbers to... More > complex numbers, including imaginary numbers. Theory of complex numbers have proved the fundamental theorem of algebra, confirming that every polynomial has a root. Attempts to prove the theorem has given rise to discovery of algebraic structures, fields vector spaces, linear spaces. In short all the branches of Mathematics seem to have sprung up from quadratic equations.< Less
Factorization of Quadratic Equations By Homework Help Classof1
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Factoring the quadratic equations.Solve the following equations:1. x2 - 13x + 36 2. 3xy – 9y + 2x - 6
Quadratic Factorization for Everyone! By Christian A. Hume
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This e-book presents a simple step-by-step procedure for one of the most important of mathematical techniques, making it available to persons of every age and stage! Questions are included for... More > practice, and answers are provided to measure your progress.< Less
GOLDen Mathematics: Algebra – Solving Equations By Sally J. Keely
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Chapter 9 only from GOLDen Mathematics: Elementary & Intermediate Algebra. See that book's description for more information. Topics covered: quadratic equations, rational equations, radical... More > equations, formulas, and applications. (5 sections, 46 pages)< Less
GOLDen Mathematics: Complete Algebra – Equations By Sally J. Keely
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Selected chapters from GOLDen Mathematics’ Elementary Algebra, Intermediate Algebra, and/or College Algebra that focus on solving equations (linear, quadratic, rational, radical, and advanced).... More > (5 sections, 43 pages)< Less
Math Notebook for Students: 350 Essential Mathematical Formulas and Equations By Peter Kattan
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This is a little book for students to have the essential formulas and equations of mathematics in a single easily accessible source. In about 50 pages, the 350 most essential mathematical formulas... More > are listed. Unlike other large books on this topic, there is no need to go through hundreds of pages and thousands of formulas for the student to get the basic equations. The author has searched several books on mathematical formulas and tables and selected only those equations which are essential to the student. The mathematical formulas and equations listed in this book are useful for students and researchers in various fields including mathematics, physics, engineering, etc. Only the most elementary and basic topics are covered including formulas for various geometric shapes, several types of functions (trigonometric, hyperbolic, exponential, logarithmic, etc), the quadratic equation, analytic geometry, derivatives and integrals, arithmetic series, geometric series, and Taylor series.< Less
Math Notebook for Students: 350 Essential Mathematical Formulas and Equations By Peter Kattan
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This is a little book for students to have the essential formulas and equations of mathematics in a single easily accessible source. In about 50 pages, the 350 most essential mathematical formulas... More > are listed. Unlike other large books on this topic, there is no need to go through hundreds of pages and thousands of formulas for the student to get the basic equations. The author has searched several books on mathematical formulas and tables and selected only those equations which are essential to the student. The mathematical formulas and equations listed in this book are useful for students and researchers in various fields including mathematics, physics, engineering, etc. Only the most elementary and basic topics are covered including formulas for various geometric shapes, several types of functions (trigonometric, hyperbolic, exponential, logarithmic, etc), the quadratic equation, analytic geometry, derivatives and integrals, arithmetic series, geometric series, and Taylor series.< Less
A=B, EQUATIONS SOLVING, How to Master It Quickly, How to Teach It Effectively. For Middle and High School Students, Their Teachers, and College Undergraduates By Brahima Mbodje
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Topics and ideas discussed include: algebraic expressions, equations and identities, the idea of an extraneous solution, factoring, quadratic equations, absolute values, equations involving absolute... More > values, square-roots, equations involving square-roots, fractions, and equations involving fractions. We believe that a sound understanding of these topics is essential for all students in all scientific disciplines. Furthermore, we are certain that if the teaching of these topics is done in the correct way we have shown, with the correct doses of rigor rooted in sound common sense, then the learner shall benefit not only in knowledge but also in acquiring the kind of mathematical thinking so valuable in life and in other fields of endeavors. For, mathematics is not a mere body of knowledge. Rightly viewed, it is also a way of thinking that encourages creativity, and is free of all forms of constraint but the requirement of appropriate rigor.< Less
A=B, EQUATIONS SOLVING, How to Master It Quickly, How to Teach It Effectively. For Middle and High School Students, Their Teachers, and College Undergraduates By Brahima Mbodje
Paperback: $5.00
Ships in 3-5 business days
Topics and ideas discussed include: algebraic expressions, equations and identities, the idea of an extraneous solution, factoring, quadratic equations, absolute values, equations involving absolute... More > values, square-roots, equations involving square-roots, fractions, and equations involving fractions. We believe that a sound understanding of these topics is essential for all students in all scientific disciplines. Furthermore, we are certain that if the teaching of these topics is done in the correct way we have shown, with the correct doses of rigor rooted in sound common sense, then the learner shall benefit not only in knowledge but also in acquiring the kind of mathematical thinking so valuable in life and in other fields of endeavors. For, mathematics is not a mere body of knowledge. Rightly viewed, it is also a way of thinking that encourages creativity, and is free of all forms of constraint but the requirement of appropriate rigor.< Less