π Unit 2A β Exponential Functions
π’2.1
Change in Arithmetic and Geometric Sequences
Common difference, common ratio, and finding any term
π’2.2
Change in Linear and Exponential Functions
Identifying function types from tables Β· building equations from two points
π’2.3
Exponential Functions
General form, growth vs decay, end behavior, and identifying from tables
π’2.4
Exponential Function Manipulation
Rewriting exponential expressions; equivalent forms and properties
π’2.5
Exponential Function Context and Data Modeling
Vertical translations, modeling from data, natural base e, percent change
π’2.6
Competing Function Model Validation
Linear vs quadratic vs exponential models; residuals and residual plots
π’2.7
Composition of Functions
f(g(x)); evaluating and expressing composite functions
π’2.8
Inverse Functions
Finding, graphing, and verifying inverse functions β tables, equations, compositions
π Unit 2B β Logarithmic Functions
π’2.9
Logarithmic Expressions
Log notation; converting exponential β log form; evaluating logs; log scales
π’2.10
Inverses of Exponential Functions
Logarithmic functions from tables, graphing, verifying inverse pairs, AROC
π’2.11
Logarithmic Functions
Domain, range, end behavior, concavity, and identifying from tables
π’2.12
Logarithmic Function Manipulation
Product, quotient, power rules; change of base; condensing and expanding logs
π’2.13
Exponential and Logarithmic Equations and Inequalities
Solving equations, inequalities, inverses, extraneous solutions, FRQ-style
π’2.14
Logarithmic Function Context and Data Modeling
Building log models from two points, regression, decibels, real-world applications
π’2.15
Semi-Log Plots
Log-scaled y-axis; exponential data appearing linear; linear β exponential model conversion