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MASTER SYLLABUS |
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MATH 1010 (formerly MTH 1100) |
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Class Hours:
3.0
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Credit Hours:
3.0
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Laboratory Hours:
0.0
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Revised:
Fall 2004
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Catalog Course
Description:
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Topics include critical
thinking skills, problem solving, logic, geometry with some right triangle
trigonometry, measurement, consumer math, probability and statistics.
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Entry Level Standards:
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Students must be
able to read at the college level.
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Prerequisite:
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High school algebra
I and algebra II and ACT math score of at least 19; or DSPM 0850 or equivalent
math placement score
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Textbook(s) and
Other Reference Materials Basic to the Course:
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Textbook:
Miller,
Charles D. and Vern E. Heereen and John Hornsby. Mathematical Ideas,
10th ed., Addison Wesley Publishing Co., 2004 References: Smith,
Karl J. The Nature of Mathematics, 10th ed., Brooks/Cole,
2004. Angel,
Allen R. and Stuart R. Porter.A
Survey of Mathematics with Application, 6thed.,
Addison Wesley Publishing Co., 2001. Personal
Equipment: A basic scientific calculator is required.A graphing calculator is recommended. |
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I. Week/Unit/Topic
Basis:
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Week
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Topic
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1
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Critical
thinking skills and problem solving; 1.1, 1.2, 1.3
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2
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Set
Theory; 2.1, 2.2, 2.3, 2.4
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3
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Set
Theory; 2.1, 2.2, 2.3, 2.4
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4
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Logic;
3.4, 3.6; Review, Test 1
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5
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Geometry;
9.1 - 9.4
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6
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Geometry,
Angles, Right Triangles; 9.5, 10.1, 10.4
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7
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Right
Triangle Trigonometry; 10.5; Review, Test 2
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8
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Counting
Methods for Probability; 11.1-11.4
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9
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Probability;
12.1 - 12.3, 12.5
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10
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Statistics;
13.1 - 13.3
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11
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The
Normal Distribution; 13.5; Review, Test 3
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12
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Consumer
Math; 14.1, 14.2
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13
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Loans,
House Purchase; 14.3, 14.4
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14
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Metric
System; Appendix A; Review, Exam 4; Review for Final
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15
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Comprehensive
Final Exam
At
the discretion of the individual instructor, some changes in the above
schedule are possible for this course. Some textbooks sections can be added, and some sections can be omitted. |
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II. Course Objectives*:
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A.
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Translate verbal
and written situations into a problem-solving format. VI.3,4
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B.
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Master the logic
necessary to interpret set notation, Venn diagrams, and
truth tables. VI.1,1,4 |
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C.
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Master the critical
thinking skills necessary for success in the student’s discipline
and life. VI.2,4 |
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D.
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Master geometric
principles necessary for success in the student's discipline. VI2,3
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E.
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Learn enough basic
right triangle trigonometry to apply it in current problem
solving and future course work. VI.1,2,3,4,5 |
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F.
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Use mathematics to
solve personal everyday financial problems. VI.1,2,3,4,5
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G.
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Use the basic principles
of probability. VI.2,4
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H.
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Collect and assemble
quantitative data, making wide use of tables and graphs. VI.3,4,5,6
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I.
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Apply principles
in statistics to solve real-world problems. VI.2,4,6
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*Roman
numerals after course objectives reference TBR's general education goals.
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III. Instructional
Processes*:
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Students will:
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1.
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Successfully convert
sentences into statements in logic and then draw correct conclusions.
Transitional Strategies, Active Learning Strategies
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2.
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Use algorithmic processes
to solve problems deductively. Use these processes to solve application
problems in areas such as business and finance. Mathematics Outcome,
Active Learning Strategies
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3.
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Work, either individually
or in a group setting, to solve problems from different occupational fields.
Solutions must be mathematically correct and be clear and correct in terms
of the related occupational field. An example might include using
sets and Venn diagrams to use given information about number of employees
and employee preferences and dislikes to determine an optimal reorganization
of those employees into smaller work groups. Mathematics Outcome, Transitional
Strategies, Active Learning Strategies
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4.
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Use a scientific
or graphing calculator to solve math of finance problems. Formulas
are provided, but the student must determine which formulas to use and
when to use them. The student must also be able to use the calculator
to get correct results, working with numbers that are often very large
and that need to have exponents correctly applied to
them. Technological Literacy Outcome, Mathematics Outcome, Active
Learning Strategies
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*Strategies and outcomes
listed after instructional processes reference TBR's goals for strengthening
general education knowledge and skills, connecting coursework to experiences
beyond the classroom, and encouraging students to take active and responsible
roles in the educational process.
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IV. Expectations
for Student Performance*:
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Upon successful completion
of this course, the student should be able to:
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1.
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Use set notation
and Venn diagrams in application problems. B
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2.
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Utilize inductive
and deductive reasoning. A, C
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3.
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Use truth tables
and the laws of logic to draw conclusions. A, B
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4.
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Translate verbal
and written situations into problem-solving models. A, C, H, I
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5.
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Solve problems using
geometry and right triangle trigonometry. A, D, E
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6.
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Solve measurement
problems involving metric system units. H
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7.
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Calculate simple
and compound interest, annuities, and loans. F
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8.
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Solve basic probability
problems. G
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9.
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Graph a frequency
distribution as a bar graph and a line graph. H, I
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10.
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Use normal curves
and z-score tables to solve applied problems. A, B, C, H, I
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11.
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Research library
texts related to major and write a word problem demonstrating application
of math in that major. H
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*Letters after performance
expectations reference the course objectives listed above.
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V. Evaluation:
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A. Testing Procedures:
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Students are evaluated
primarily on the basis of tests, quizzes, research paper, and a comprehensive
final exam. A minimum of 4 chapter tests is recommended.
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B. Laboratory Expectations:
As assigned by instructor
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C. Field Work:
As assigned by instructor
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D. Other Evaluation
Methods:
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The assigned library
activity can count no more than half of an individual test grade; where
appropriate, grammar and syntax will be evaluated in addition to the content.Other
as assigned by instructor.
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E. Grading Scale:
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93 - 100 A
88 - 92 B+ 83 - 87 B 78 - 82 C+ 70 - 77 C 60 - 69 D Below 60 F |
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VI. Policies:
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A. Attendance Policy:
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Pellissippi State
Technical Community College expects students to attend all
scheduled instructional activities. As a minimum, students in all courses
must be present for at least 75 percent of their scheduled class and laboratory
meetings in order to receive credit for the course. Individual departments/programs/disciplines,
with the approval of the vice president of Academic and Student Affairs,
may have requirements that are more stringent.
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B. Academic Dishonesty:
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Cheating,
including but not limited to unauthorized assistance from material, people,
or devices when taking a test, quiz, or examination; writing papers or
reports; solving problems; or completing academic assignments.
In
addition to other possible disciplinary sanctions that may be imposed as
a result of academic misconduct, the instructor has the authority to assign
either (1) an F or zero for the assignment or (2) an F for the course. |
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C.
Accommodations for disabilities:
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If
you need accommodation because of a disability, if you have emergency medical
information to share, or if you need special arrangements in case the building
must be evacuated, please inform the instructor immediately.Privately
after class or in the instructor's office.
To
request accommodations students must register with Services for Students
with Disabilities: Goins 127 or 131, Phone: (865) 539-7153 or (865) 694-6751
Voice/TDD. |
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D.
Other Policies:
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Make-up
work:
Instructor
discretion about make-up tests and/or assignments. Cell
phones: Cell
phones are to be either turned off or put on vibration mode while in class.
Instructor discretion as to penalty. |
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