Sequences introIntro to arithmetic sequencesIntro to arithmetic sequencesExtending arithmetic sequencesUsing arithmetic sequences formulasIntro to arithmetic sequence formulasWorked example: using recursive formula for arithmetic sequence

Intro to geometric sequencesExtending geometric sequencesUsing explicit formulas of geometric sequencesUsing recursive formulas of geometric sequences

Explicit formulas for arithmetic sequencesExplicit formulas for arithmetic sequencesArithmetic sequence problemRecursive formulas for arithmetic sequencesRecursive formulas for arithmetic sequencesConverting recursive & explicit forms of arithmetic sequencesConverting recursive & explicit forms of arithmetic sequences

Explicit & recursive formulas for geometric sequencesConverting recursive & explicit forms of geometric sequencesSequences word problems

Intro to exponential functionsExponential vs. linear growthExponential vs. linear models: verbalExponential vs. linear models: tableExponential expressions word problems (numerical)Initial value & common ratio of exponential functionsExponential expressions word problems (algebraic)Interpreting exponential expression word problem

Exponential function graphGraphs of exponential growthExponential decay introGraphing exponential growth & decayExponential growth & decay word problems

Lesson 8: No content yetWhat is a function?Worked example: Evaluating functions from equationWorked example: Evaluating functions from graphWorked example: evaluating expressions with function notation

What is the domain of a function?What is the range of a function?Intervals and interval notationWorked example: domain and range from graphDomain of a radical functionWorked example: domain of algebraic functions

Recognizing functions from graphDoes a vertical line represent a function?Recognizing functions from tableRecognizing functions from verbal descriptionRecognizing functions from verbal description word problem

Increasing, decreasing, positive or negative intervalsWorked example: positive & negative intervalsIntroduction to minimum and maximum pointsWorked example: absolute and relative extremaGraph interpretation word problem: temperatureGraph interpretation word problem: basketball

Exponential vs. linear growth over time

Introduction to piecewise functionsWorked example: evaluating piecewise functionsWorked example: graphing piecewise functionsWorked example: domain & range of step functionWorked example: domain & range of piecewise linear functions

Lesson 16: No content yetShifting absolute value graphsScaling & reflecting absolute value functions: equationScaling & reflecting absolute value functions: graphGraphing absolute value functions

Topic D: No content yet