Associate in Engineering Science Degree - Placement 1
This course sequence is for students:
- who are pursuing an AES degree -AND-
- who are planning to transfer to a four year university to major in Engineering -AND-
- who have been placed into MAT 080 -OR-
- who did not receive Cs or better in their final math class in high school -OR-
- who have not taken a math class in 5 or more years and do not use math on a regular basis.
|Semester||Course (s)||Credit Hours|
|1st||MAT 080 Mathematics Fundamentals||3 credit hours|
|2nd||MAT 093 Intensive Elementary Algebra||4 credit hours|
|3rd||MAT 097 Intermediate Algebra Support AND MAT 105 College Algebra||3 credit hours/4 credit hours|
|4th||MAT 110 College Trigonometry||3 credit hours|
|5th||MAT 201 Calculus I||5 credit hours|
|6th||MAT 202 Calculus II||5 credit hours|
|7th||MAT 203 Calculus III||4 credit hours|
|8th||MAT 215 Differential Equations||3 credit hours|
MAT 080 MATHEMATICS FUNDAMENTALS 3 CREDITS (Formerly known as MAT 090.)
The student reviews basic math principles, including fundamental operations of fractions, decimals, percent's, measurement and geometric concepts. Lecture three hours per week. This course does not apply toward the graduation requirement for the degree and certificate curricula in the career or university transfer program.
MAT 093 INTENSIVE ELEMENTARY ALGEBRA 4 CREDITS
This course is for students who have not completed high school algebra, students who need a review of elementary algebra or students who have had previous difficulty with the subject. Topics include operations with real numbers, solving linear equations and inequalities, elementary set operations, graphing linear equations, and related applications. Competence in arithmetic skills is required. Lecture four hours per week. This course does not apply toward the graduation requirement for the degree and certificate curricula in the career or university transfer program.
Prerequisite: MAT 080 or qualifying score on Math Placement Test.
MAT 097 INTERMEDIATE ALGEBRA SUPPORT 3 CREDITS
This course is designed for students who have a background in elementary algebra and should be taken along with MAT 105 or MAT 120 as supplemental instruction. Topics include solving systems of linear equations, properties of exponents, scientific notation, polynomials, factoring polynomials, rational expressions, and rational exponents and radicals.
Prerequisite: MAT 084 or Mandatory Testing: Qualifying score on the math placement test.
MAT 105 COLLEGE ALGEBRA 4 CREDITS
This course prepares students to study more advanced mathematics. Topics include the real number system, polynomials, inequalities, and exponential, logarithmic and rational functions. It also covers conic sections, determinants, sequences and series and the binomial theorem. To qualify for this course, students must demonstrate competence in both algebra and geometry. Lecture four hours per week.
Prerequisite: Satisfactory completion of MAT 086 or MAT 095 or qualifying score on Mathematics Test; AND satisfactory completion of MAT 092 or Geometry Proficiency Test or two semesters of high school geometry or equivalent with a grade of “C” or better.
Corequisite: MAT 097.
MAT 110 COLLEGE TRIGONOMETRY 3 CREDITS
The trigonometric functions of real numbers are studied with emphasis on the use of the rectangular coordinate system to define functions and to establish their properties. The graphs of the functions are studied to illustrate inverse relationships, periodicity, domain and range. Other topics include solution of triangles, proof of identities, trigonometric equations, polar coordinates and trigonometric form of complex numbers. Lecture three hours per week.
Prerequisite: Completion or concurrent registration in MAT 105 or qualifying score on Math Placement Test.
MAT 201 CALCULUS I 5 CREDITS (IAI: M1 900-1)
This course is a complete presentation of calculus with some applications, designed primarily for students preparing to study mathematics, computer science, engineering or physical sciences. Topics include theory and computation of limits, differentiation and an introduction to integration. Students will need to be familiar with many families of functions, including trigonometric, exponential and logarithmic functions. A prior course in trigonometry is required. This course applies to the IAI General Education Core Curriculum Mathematics package.
Prerequisite: Grade of “C” or better in both MAT 105 and MAT 110 or qualifying score on Mathematics Placement Test.
MAT 202 CALCULUS II 5 CREDITS (IAI: M1 900-2)
This course, which continues from MAT 201, is a complete presentation of calculus with some applications, designed primarily for students preparing to study mathematics, computer science, engineering or physical sciences. Students focus on applications of the definite integral, methods of integration, plane analytic geometry, hyperbolic functions and infinite series. Study also includes an introduction to polar coordinates and parametric equations. This course applies to the IAI General Education Core Curriculum Mathematics package.
Prerequisite: Grade of “C” or better in MAT 201.
MAT 203 CALCULUS III 4 CREDITS (IAI: M1 900-3)
This course extends to three dimensions the concepts learned in earlier math courses. Students will learn to work with algebraic and geometric descriptions of lines, planes and surfaces along with vectors and curvature. Partial differentiation and its applications and integrals involving two or more variables and their applications are examined. Selected topics from vector calculus may be included. This course applies to the IAI General Education Core Curriculum Mathematics package.
Prerequisite: Grade of “C” or better in MAT 202.
MAT 215 DIFFERENTIAL EQUATIONS 3 CREDITS
Students explore the methods of solving ordinary differential equations and related applications. Topics include various methods of solving first order differential equations, linear equations of higher order, systems of differential equations, elementary numerical methods and Laplace transforms.
Prerequisite: Grade of “C” or better in MAT 202 or permission of instructor.