![]() Solve application problems using sequences and series.Find the sum of terms in an arithmetic and geometric series.Find elements of an arithmetic and geometric series.Evaluate a finite and convergent infinite series.(Optional) To demonstrate competency in sequences and series, a student should be able to:.Apply properties of matrices and perform basic operations.Solve application problems using systems of equations.Relate solving equations and inequalities to linear programming applications.Determine the solution of a system of inequalities. ![]() Solve systems of equations using the Cramer's Rule.Solve linear and non-linear systems of equations using algebraic techniques.To demonstrate competency in recognizing, solving and applying systems of linear equations using matrices, a student should be able to:.Solve problems consisting of exponential and logarithmic applications.Solve exponential and logarithmic equations.Determine the graph of logarithmic and exponential equations.Relate logarithmic and exponential functions.Expand and condense expressions using logarithmic properties.Evaluate exponential and logarithmic functions.Identify characteristics and determine the inverse of a function.To demonstrate competency in recognizing and applying exponential and logarithmic functions, a student should be able to:.Create a polynomial function given zeros of the function.Sketch the graph of a rational function.Determine the asymptotes of a rational function. ![]()
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