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# MAT 035 - Mastery of Math VI

Last Date of Approval: Summer 2018

1 Credits
Total Lecture Hours: 15
Total Lab Hours: 0
Total Clinical Hours: 0
Total Work-Based Experience Hours: 0

Course Description:
The course includes the study of the properties of exponents, calculating the volume and surface area of geometric figures, and the applications of linear equations and systems. This course will also help students gain mathematical literacy which will be of vital significance when making important life decisions. In addition, this course will help with any career that involves mathematics, decision making, or problem-solving. This course does not meet graduation requirements for certificate, diploma, general studies, or associate degree programs.

Prerequisites: ALEKS placement score from 25 to 29, or C grade in MAT 029 , or B grade in MAT 028 , or A grade in MAT 027
Prerequisites/Corequisites: ALEKS Placement Score of 25-29

Course Fees: ebook/Access Code: \$120.00

Student Learning Outcomes and Objectives:
Student Learning Outcomes:
Module 1:

Outcome 1: Solve problems involving lines, functions, or systems of equations.

Outcome 2: Solve problems involving linear equations or inequalities.

Outcome 3: Solve problems involving exponents.

Unit Objectives:
Module 1:

Outcome 1: Solve problems involving lines, functions, or systems of equations.

Task 1: Solve application problems involving linear functions.

Task 2: Solve application problems involving systems of linear equations.

Task 3: Solve systems of linear equations.

Task 4: Interpret the graphs of two functions.

Outcome 2: Solve problems involving linear equations or inequalities.

Task 1: Solve problems involving absolute values in inequalities.

Task 2: Solve application problems involving linear equations.

Task 3: Solve multi-step linear equations.

Task 4: Translate sentences into multi-step equation.

Outcome 3: Solve problems involving exponents.

Task 1: Use the quotient rule on problems involving negative exponents.

Task 2: Use the power rule on problems involving negative exponents.

Task 3: Simplify univariate or multivariate monomials.