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COLLEGE ALGEBRA

* DENOTES OPTIONAL MATERIAL
Bold and Italicized items denote course competencies agreed upon by the Kansas Core Outcomes Project

Chapter P PREREQUISITES: FUNDAMENTAL CONCEPTS OF ALGEBRA Section: P.1 – P.6
Outcomes: The student will review concepts of real numbers, exponents, radicals, and basic rules of algebra.
A B C D F N Specific Competencies
Demonstrate the ability to:
*P.1 Evaluate algebraic expressions.
*P.1 Use mathematical models.
*P.1 Find the intersection of two sets.
*P.1 Find the union of two sets.
*P.1 Recognize subsets of the real numbers.
*P.1 Use inequality symbols .
*P.1 Evaluate absolute value.
*P.1 Use absolute value to express distance.
*P.1 Identify properties of the real numbers.
*P.1 Simplify algebraic expressions.
*P.2 Use the product, quotient, zero-exponent, negative exponent, and power rules for
exponents.
*P.2 Use the power of a quotient.
*P.2 Simplify exponential expressions.
*P.2 Use scientific notation.
*P.3 Evaluate square roots.
*P.3 Simplify radical expressions using the product rule and quotient rule
*P.3 Add and subtract square roots.
*P.3 Rationalize denominators.
*P.3 Evaluate and perform operations with higher roots.
*P.3 Understand and use rational exponents.
*P.4 Add, subtract, and multiply polynomials .
*P.4 Use FOIL in polynomial multiplication.
*P.4 Use special products in polynomial multiplication.
*P.4 Perform operations with polynomials in several variables.
*P.5 Factor out the greatest common factor of a polynomial.
*P.5 Factor by grouping.
*P.5 Factor trinomials.
*P.5 Factor the difference of squares.
*P.5 Factor perfect square trinomials.
*P.5 Factor the sum and difference of two cubes.
*P.5 Use a general strategy for factoring polynomials.
*P.5 Factor algebraic expressions containing fractional and negative exponents.
*P.6 Specify numbers that must be excluded from the domain of a rational expression.
*P.6 Simplify rational expressions.
*P.6 Multiply and divide rational expressions.
*P.6 Add and subtract rational expressions.
*P.6 Simplify complex rational expressions.

Chapter 1 EQUATIONS AND INEQUALITIES Section: 1.1 – 1.7
Outcomes: The student will learn to solve and use linear, quadratic and polynomial equations, equations involving
radicals, fractions or absolute values; find intercepts , zeros, and graphical solutions ; perform
operations with complex numbers and use mathematical models to solve real world application
problems.
A B C D F N Specific Competencies
Demonstrate the ability to:
1.1 Plot points in the rectangular coordinate system.
1.1 Graph equations in the rectangular coordinate system.
1.1 *Interpret information about a graphing utility’s viewing rectangle or table.
1.1 Use a graph to determine intercepts.
1.1 Interpret information given by graphs.
1.2 Solve linear equations in one variable.
1.2 Solve linear equations containing fractions.
1.2 Solve rational equations with variables in the denominators .
1.2 Recognize identities, conditional equations, and inconsistent equations.
1.2 Solve applied problems using mathematical models.
1.3 Use linear equations to solve problems.
1.3 Solve a formula for a variable.
*1.4 Add and subtract complex numbers.
*1.4 Multiply complex numbers.
*1.4 Divide complex numbers.
*1.4 Perform operations with square roots of negative numbers.
1.5 Solve quadratic equations by factoring, square root property, completing the square, and
the quadratic formula..
1.5 Use the discriminant to determine the number and type of solutions.
1.5 Determine the most efficient method to use when solving a quadratic equation
1.5 Solve problems modeled by quadratic equations
1.6 Solve polynomial equations by factoring.
1.6 Solve equations involving radicals.
1.6 Solve equations with rational exponents.
1.6 Solve equations that are quadratic in form.
1.6 Solve equations involving absolute value.
1.6 Solve problems modeled by equations.
1.7 Use interval notation.
1.7 Find intersections and unions of intervals.
1.7 Solve linear inequalities.
1.7 Recognize inequalities with no solution or all real numbers as solutions.
1.7 Solve compound inequalities.
1.7 Solve absolute value inequalities.

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