MAC1105, College Algebra
Schedule
Date Sections and Topics
01-06 Introduction to the Course &
1.6: Radical and Rational Exponent Equations. Practice 01.
01-11 1.7: Absolute value equations and inequalities. Practice 02.
01-13 2.1: Basics of Functions and their graphs. Practice 03.
01-20 2.2: Piece-wise functions and symmetry. Practice 04.
01-25 2.3: Linear Functions and Slope. Practice 05.
01-27 2.5: Transformations of functions. Practice 06.
02-01 2.5: Transformations of functions (cont). Practice 07.
02-03 Test 1: Review 1 | Review 01 handrwritten ans.
02-08 Test 1
02-10 2.6: Combinations and Compositions of functions. Practice 08.
02-15 2.7: Inverse functions. Practice 09.
02-17 2.8: Distance, midpoint formulas and circles. Practice 10.
02-22 3.1: Quadratic functions. Practice 11.
02-24 3.6: Polynomial inequalities. Practice 12.
03-08 Review 2 | Review 2 handwritten Ans.
03-10 Test 2
03-15 4.1: Exponential functions. Practice 13.
03-17 4.2: Logarithmic functions.Practice 14.
03-22 4.3: Properties of logarithms. Practice 15.
03-24 4.4: Exponential and logarithmic equations. Practice 16.
03-29 4.5: Exponential growth and decay. Practice 17.
03-31 Review 3 | Review 3 handwritten Ans.
04-05 Test 3
04-07 8.1: Systems of equations in 2 variables. Practice 18.
04-12 8.2: Systems of equations in 3 variables. Practice 19.
04-14 8.5: Systems of inequalities. Practice 20.
04-19 Review 4 | Review 4 handwritten Ans.
04-21 Test 4
04-26 Review for Final Exam.
04-28 Review for Final Exam (Cont...)
05-03 Cumulative Final Exam.
A concise workbook for College Algebra by Fei Ye.
https://courses.lumenlearning.com
- Solving Equations Involving Rational Exponents
- Solving Equations Using Factoring
- Solving Radical Equations
- Solving an Absolute Value Equation
- Solving Other Types of Equations
- Use the vertical line test to identify functions
- Graph the functions listed in the library of functions
- Graph functions using vertical and horizontal shifts
- Graph functions using reflections about the x-axis and the y-axis
- Determine whether a function is even, odd, or neither from its graph
- Graph functions using compressions and stretches
- Combine vertical and horizontal shifts