Courses 2009-2010
The courses offered at Dunbar and the teachers who teach them are listed below.
Click on the teacher's name to go to that teachers profile page.
Click on the the course in the table below to jump to that course and the teachers who teach them.
| Algebra I | Advanced Geometry | Calculus II |
| Pre-Calculus | Practical Statistics | |
| Advanced Algebra II | Advanced Calculus | |
| Algebra III | AP Calculus | AP Statistics |
| Geometry | AP Computer Science |
This course is designed for students who are proficient in basic mathematics, and have mastered pre-algebra skills. The objective of Algebra I is to develop skills in algebraic manipulation, and to give students an understanding of Algebra by emphasizing concepts, structure, and applications.
| A Day | B Day | |
| 1st period | Clark, Wilder | Clark, Zehnder |
| 2nd period | Clark, Lubbe, Wilder, Zehnder | Champe, Clark, Lubbe |
| 3rd period | Champe, Vogel | Vogel, Wilder, Zehnder |
| 4th period | Champe, Zehnder | Reaguer, Wilder |
In addition to expanding on the mathematical concepts of Algebra I and Geometry, emphasis will be placed on preparation for study of higher mathematics- abstract thinking skills, the function concept, and the algebraic solution of problems in various content areas.
| Algebra II | A Day | B Day |
| 1st period | Kennedy, Martin, | Kennedy, Reaguer |
| 2nd period | Reaguer | Lapresto |
| 3rd period | Martin | Lubbe |
| 4th period | Lubbe | Champe, Lapresto |
| Advanced Algebra II | A Day | B Day |
| 0 hour | Kennedy, Young (MSTC) | |
| 1st period | Reaguer | Lubbe |
| 2nd period | Vogel | Reaguer |
| 3rd period | Clark | Clark |
| 4th period | Reaguer | Vogel |
This course is intended for students who may be required to take a specialization calculus course in college. Topics may include, but are not limited to, relations and functions (including circular, trigonometric, etc.), complex number matrices, vectors, sequences, series, and probability.
| A Day | B Day | |
| 1st period | Lubbe | Campbell |
| 2nd period | Campbell | |
| 3rd period | Campbell | |
| 4th period | Campbell |
This course is designed for college bound students. Emphasis is placed on discovery and realistic applications of geometric relationships and principles. Topics will include inductive and deductive reasoning, points, lines, planes, angles, triangles, planar figures, similarity and congruence, circles, geometric solids, area, volume, coordinate geometry, and transformation.
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Geometry |
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Advanced Geometry |
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B Day |
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This course is intended for students who plan to take a calculus course in high school or college. The course covers topics traditionally taught in trigonometry and analytical geometry plus additional functions, e.g., circular, polynomial, absolute value, and natural numbers (sequences and series).
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| 0 hour | M. Brooks (MSTC) | |
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This course is an advanced course, covering the material usually taught in the differential and integral calculus.
| A Day | B Day | |
| 1st period | Balk | |
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| 4th period | Balk |
This course is an Advanced Placement course, covering the material usually taught in the differential and integral calculus. Students who complete the course may take the AP exam in Calculus or take the UK bypass exam if they are also interested in earning college credit.
| A Day | B Day | |
| 0 hour | Patterson (MSTC Calc) | |
| 1st period | M. Brooks | |
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| 3rd period | Patterson (MSTC Calc) | Kennedy |
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This course is an Advanced Placement course, covering the material usually taught in the differential and integral calculus. Students who complete the course may take the AP exam in Calculus or take the UK bypass exam if they are also interested in earning college credit.
| A Day | B Day | |
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| 2nd period | Young, Patterson (MSTC Calc) | |
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The course provides an introduction to four major topics of modern applied statistics: medical statistics, time series, multivariate analysis, and Bayesian statistics. The course emphasizes underlying principles and practical applications rather than technicalities.
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This course is designed for the student who may be taking a statistics course in college. The topics include descriptive statistics, including variance, standard deviation, z-score and T-score: probability distributions, including binomial distributions. Poisson distributions and normal curves and inferential statistics, including sampling, estimation, correlation, regression analysis, and analysis of variance.
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| 3rd period | Kissner, Young | |
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The Advanced Placement Statistics course will include the study of distributions, relations, in categorical data, random variables, use and abuse of test and inference for linear regression.
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This course is designed to teach students to program in JAVA. The college board curriculum is followed.
| A Day | B Day | |
| 1st period | Reed (MSTC CS I) | |
| 2nd period | Reed (MSTC CS I) | |
| 3rd period | Reed | Reed (MSTC CS II) |
| 4th period | Reed |
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