Mar 24, 2023
2022-2023 Catalog
 Select a Catalog 2022-2023 Catalog 2021-2022 Catalog [ARCHIVED CATALOG] 2020-2021 Catalog [ARCHIVED CATALOG] Spring 2020 Catalog [ARCHIVED CATALOG] 2019-2020 Catalog [ARCHIVED CATALOG] Spring 2019 Catalog [ARCHIVED CATALOG] Fall 2018 Catalog [ARCHIVED CATALOG] Spring 2018 Catalog [ARCHIVED CATALOG] Fall 2017 Catalog [ARCHIVED CATALOG] Spring 2017 Catalog [ARCHIVED CATALOG] Fall 2016 Catalog [ARCHIVED CATALOG] Spring 2016 Catalog [ARCHIVED CATALOG] Fall 2015 Catalog [ARCHIVED CATALOG] Spring 2015 Catalog [ARCHIVED CATALOG] Fall 2014 Catalog [ARCHIVED CATALOG] Spring 2014 Catalog [ARCHIVED CATALOG] Fall 2013 Catalog [ARCHIVED CATALOG] Spring 2013 Catalog [ARCHIVED CATALOG] Fall 2012 Catalog [ARCHIVED CATALOG] 2011-2012 Catalog [ARCHIVED CATALOG] 2008-2010 Catalog [ARCHIVED CATALOG]
 HELP 2022-2023 Catalog Print-Friendly Page (opens a new window)

# MT 122 - Technical Mathematics II

Credit Hours: 4

The second course in a two-semester sequence of intermediate algebra and trigonometry with technical applications. Topics included are: trigonometric functions of any angle; oblique triangle; graphs of trigonometric functions; exponents and radicals; exponential and log functions; variation; inequalities; and introduction to statistics. The scientific calculator will be used throughout the course.

Fulfills SUNY General Education – Mathematics.

Course Outcomes
Upon Completion of this course, the student will be able to:

• solve equations including exponential, logarithmic, or trigonometric functions;
• evaluate trigonometric functions and their inverses for angles measured in degrees and radians;
• solve oblique triangles using the law of sines or law of cosines;
• sketch and interpret the graph of trigonometric, exponential, and logarithmic functions;
• perform fundamental operations, (addition, subtraction, multiplication, division) on algebraic terms involving exponents and radicals, and logarithmic functions;
• graph functions using log and semi-log paper;
• analyze and solve proportion and variation problems;
• solve basic probability problems;
• find area under the normal curve and solve application problems;
• develop and interpret X bar and R charts for statistical process control; and
• summarize and interpret data using frequency distribution, measures of central tendency, and measures of dispersion.

Technology Objectives:

• analyze and interpret the following based on a graphing calculator or a symbolic computer program:
• graphs of trigonometric functions;
• graphs of exponential functions; and
• graphs of logarithmic functions.
• Perform statistical operations using a computer software program (optional).

Prerequisites: MT 121 or waived from placement test or placed into degree credit math.
F/S (C, N, S)