Algebra for College StudentsBrooks/Cole Publishing Company, 1995 - 791 páginas Algebra for College Students, Fourth Edition effectively prepares students for their next mathematics course as it presents all the topics associated with a first course in algebra and provides students with the basic skills theyll need in order to succeed in the next course. The structure of each section, the structure of the book, and the various pedagogical features all help students master the text. Within each section, careful explanation of concepts and processes begins with material the student already knows, then new material is introduced and, in a step-by-step fashion, the new material builds in complexity with each successive example. As the book progresses, the mathematical language matures, examples grow less structured, and exercises grow more varied, all on the assumption that the student is growing in both mathematical sophistication and ability. The books mathematical concepts are motivated by need and explained through discussion and example; applications are abundant. Beginning with the first chapter and continuing throughout the text, students must apply newly acquired skills to solve word problems. Each exercise set is followed by a group of review problems. |
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Página 318
... Function A function is a relation that assigns to each number x exactly one value y . The domain of a function is the set of all numbers x ( the independent vari- able ) for which the function is defined . The range is the set of all ...
... Function A function is a relation that assigns to each number x exactly one value y . The domain of a function is the set of all numbers x ( the independent vari- able ) for which the function is defined . The range is the set of all ...
Página 457
... function y = f ( x ) for symmetry about the origin , we replace x with -x and y with -y . If the equation -y = f ( x ) is equivalent to the equation y = f ( x ) , the ... function is an odd function ,. 9.1 POLYNOMIAL AND OTHER FUNCTIONS 457.
... function y = f ( x ) for symmetry about the origin , we replace x with -x and y with -y . If the equation -y = f ( x ) is equivalent to the equation y = f ( x ) , the ... function is an odd function ,. 9.1 POLYNOMIAL AND OTHER FUNCTIONS 457.
Página 501
... functions , and each function is the inverse of the other . The correspondence shown in Figure 9-32 ( a ) is a function from set X to set Y. However , when the arrows are reversed , as in Figure 9-32 ( b ) , the correspondence One - to ...
... functions , and each function is the inverse of the other . The correspondence shown in Figure 9-32 ( a ) is a function from set X to set Y. However , when the arrows are reversed , as in Figure 9-32 ( b ) , the correspondence One - to ...
Contenido
The Real Number System | 1 |
Exponential and Logarithmic Functions | 12 |
Exponents and Polynomials | 48 |
Derechos de autor | |
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Términos y frases comunes
absolute value binomial called centimeters coefficients Combine terms cost cube distance distributive property Divide both sides domain equal EXAMPLE exponential expressions feet find the slope formula function graphing calculator greatest common factor Illustration integers interval inverse length miles per hour monomial multiplicative inverse Multiply both sides natural number nth root number line numerator and denominator parabola perfect square perpendicular point-slope form polynomial prime numbers problem prop property to remove quadratic equation quotient radicand Rational Expressions rational number real numbers rectangle remove parentheses represent positive numbers represent the number Review Exercises scientific notation shown in Figure simplify each expression slope-intercept form solution set solve each equation Solve the equation square root substitute Subtract symbol symmetry synthetic division theorem triangle trinomial variables represent positive vertical whole numbers width Write a paragraph Writing Exercises y-intercept y₁