Catalog of Hardin-Simmons University, 1994-1995 Undergraduate Bulletin Page: 93
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COLLEGE OF ARTS AND SCIENCES 93
weak background in mathematics and for students
who plan to take MATH 1310, College
Algebra, but who do not have the required
ACT mathematics score of 17 or above (SAT
mathematics 410 or above). Students must
have a TI-81 (or equivalent) graphing calculator.
MATH 0300 does not fulfill the University
core requirement in mathematics nor count
toward a degree. Fall, Spring
1301 Aspects of Modern Mathematics (3-3-0)
[#]
A course which stresses the connections
between contemporary mathematics and modern
society. Skills in reasoning and problem
solving will be developed in the context of
mathematical applications in such areas as
management science, data analysis, decision
making, and the study of size and shape.
Students must have a TI-30 (or equivalent)
calculator. Fall, Spring, Summer
1302 Mathematics for the Elementary
Teacher (3-3-0) [#]
A study of topics in statistics, informal geometry,
number theory, and applications. To be
taken only by students seeking elementary teacher
certification. Students must have a TI Explorer
calculator.
Prerequisite: MATH 1301. Spring, Summer
1310 College Algebra (3-3-0) [#]
Equations and inequalities; polynomial, rational,
exponential, and logarithmic functions; and
systems of equations. Students must have a
TI-81 (or equivalent) graphing calculator.
Prerequisite: ACT mathematics score of 17
or above (SAT mathematics score of 410 or
above) or MATH 0300 with a grade of C or
better. Fall, Spring, Summer
1311 Trigonometry (3-3-0) [#]
Trigonometric functions, complex numbers, and
selected topics in algebra. MATH 1310-1311 is
the course sequence recommended for precalculus
students who plan to major or minor
in a natural science or in mathematics. Students
must have a TI-81 (or equivalent) graphing
calculator.
Prerequisite: MATH 1310. Spring
1315 Discrete Mathematical Structures
(3-3-0) [#]
Set theory, logic, combinatorics, graphs, partial
ordering, lattices, and Boolean algebra.
Prerequisite: ACT mathematics score of 17
or above (SAT mathematics score of 410 or
above) or MATH 0300 with a grade of C or
better. Fall (odd years)
1320 Calculus I (3-3-0) [#]
An introduction to continuity, the derivative,
and integral as related to algebraic functions.
Applications are included. Students must havea TI-85 (or equivalent) graphing calculator.
Fall, Spring
1321 Calculus 11 (3-3-0) [#]
The derivative and integral of logarithmic, exponential,
and trigonometric functions. Techniques
of integration, indeterminate forms, and
numerical integration will also be treated. Students
must have a TI-85 (or equivalent) graphing
calculator.
Prerequisite: MATH 1320 and some knowledge
of trigonometry. Spring, Summer
2302 Topics in Mathematics for the
Secondary Teacher I (3-3-0)
A study of such topics as sequences and
series, number theory, theory of equations, and
applications. To be taken only by students
preparing to teach at the secondary level. Students
must have a TI-85 (or equivalent) graphing
calculator.
Prerequisite: MATH 1321. Fall (even years)
2320 Calculus III (3-3-0) [#]
Vector geometry, infinite sequences and series,
and an introduction to partial derivatives
and multiple integrals.
Prerequisite: MATH 1321. Fall
2321 Differential Equations (3-3-0) [#]
A study of methods of solving ordinary differential
equations with applications.
Prerequisite: MATH 2320. Spring
3302 Topics in Mathematics for the
Secondary Teacher II (3-3-0)
A review of specific mathematics subjects which
are taught in the secondary school; emphasis
will be placed on subject matter content, relationships
among topics from various content
areas, and goals and aims of the mathematics
curriculum at the secondary level. Students
must have a TI-85 (or equivalent) graphing
calculator.
Prerequisite: Junior standing in mathematics.
Fall (odd years)
3305 Linear Algebra (3-3-0)
The algebra and geometry of vector spaces,
linear equalities and matrices, linear mappings,
inner products and norms.
Prerequisite: MATH 1321 and consent of instructor.
Spring
3310 Computer Applications in Mathematics
(3-3-X)
Computer applications in such topics in
applied mathematics as numerical calculus,
approximation, optimization and linear programming,
and combinational probability. Pascal is
the required programming language. Work in
Computer Lab required.
Prerequisite: MATH 1320 and CSCI 2320.
Fall-~~~~~~~III I
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Hardin-Simmons University. Catalog of Hardin-Simmons University, 1994-1995 Undergraduate Bulletin, book, 1994; Abilene, Texas. (https://texashistory.unt.edu/ark:/67531/metapth41547/m1/95/: accessed July 17, 2024), University of North Texas Libraries, The Portal to Texas History, https://texashistory.unt.edu; crediting Hardin-Simmons University Library.