1. Based on Algebraic Expression:
Linear Function
Quadratic Function
Polynomial Function
Rational Function
Exponential Function
Logarithmic Function
2. Based on Behavior:
One-to-One Function
Onto Function
Constant Function
Identity Function
Composite Function
Inverse Function
LEARNING OUTCOMES FOR FUNCTION AND GRAPHS
1. Understanding Functions
Define a function and identify its components (domain, range, and rule of correspondence).
Differentiate between functions and non-functions using definitions and examples.
Recognize and classify types of functions (e.g., linear, quadratic, polynomial, exponential, logarithmic, trigonometric).
Sketch and interpret the graphs of basic functions and their transformations (shifts, reflections, stretches, and compressions).
Identify key features of graphs such as:
Intercepts (x-intercepts and y-intercepts)
Asymptotes (horizontal, vertical, and oblique)
Extrema (maximum and minimum points)
Symmetry (even and odd functions)
Behavior as x→∞ or x→−∞x
LAB ASSESSMENT No:02