CS 1112

CS 1112

Course information provided by the 2014-2015 Catalog.

Programming and problem solving using MATLAB. Emphasizes the systematic development of algorithms and programs. Topics include iteration, functions, arrays, recursion, object-oriented programming, and MATLAB graphics. Assignments are designed to build an appreciation for complexity, dimension, fuzzy data, inexact arithmetic, randomness, simulation, and the role of approximation.


Prerequisites/Corequisites Corequisite: MATH 1110, MATH 1910, or equivalent. Assumes student is comfortable with mathematics (at level of one semester of calculus) but has no prior programming experience.

Forbidden Overlaps Forbidden Overlap: Due to a partial overlap in content, students will receive 6 credits instead of 8 if they take CS 1112 and CS 1110.  In addition, students will receive credit for only one course in the following group: CS 1112, CS 1114, CS 1115, BEE 1510.

Outcomes

  • Be fluent in the use of procedural statements-assignments, conditional statements, loops, function calls-and arrays. Be able to design, code, and test small MATLAB programs that meet requirements expressed in English. This includes a basic understanding of top-down design.
  • Understand the concepts of object-oriented programming as used in MATLAB: classes, subclasses, inheritance, and overriding.
  • Have knowledge of basic sorting and searching algorithms.
  • Have a working familiarity with graphics tools in MATLAB.

Distribution Category (MQR)

When Offered Fall, spring.

Comments Co-meets with CS 1142.

View Enrollment Information

Syllabi: none
  •   Regular Academic Session.  Choose one lecture and one discussion. Combined with: CS 1142

  • 4 Credits Stdnt Opt

  • 11569 CS 1112   LEC 001

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    Co-meets with CS 1142.

  • 11570 CS 1112   LEC 002

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    Co-meets with CIS 1142.

  • 11571 CS 1112   DIS 201

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  • 11572 CS 1112   DIS 202

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  • 11573 CS 1112   DIS 203

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  • 12322 CS 1112   DIS 204

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  • 11574 CS 1112   DIS 205

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  • 11575 CS 1112   DIS 206

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  • 11576 CS 1112   DIS 207

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  • 12323 CS 1112   DIS 208

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  • 11577 CS 1112   DIS 209

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  • 11578 CS 1112   DIS 210

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