Feb 22, 2020
MT 191 - Applications of the Digital Computer
Credit Hours: 4
Introduction to a high-level programming language, root findings techniques, simultaneous linear equations, matrices and determinants and numerical integration.
Upon completion of this course, the student will be able to:
- use a computer operating system and editor;
- use a compiler and execute programs in a high-level language such as C++;
- identify and implement the basics of programming in a high-level language such as C++;
- calculate limit problems;
- construct and utilize branching techniques in a high-level language such as C++;
- know and implement the root finding methods of bisection Newton, and secant;
- design, write, and debug subroutine procedures;
- contrast the concepts of arrays and matrices;
- perform the operations of matrices;
- know and implement the Gauss Jordan method;
- change algorithms into programs;
- implement derivative programs;
- implement integration techniques on the computer;
- solve problems using derivatives and integration using programs written in a high-level language such as C++ (i.e., Kirchoff's Law problem); and
- use graphing software.
Prerequisites: MT 181 or equivalent and appropriate mathematics level code.*
F/S (C, N)
*Level code is determined by Mathematics Department placement test and/or successful completion of mathematics courses.