Difference between revisions of "Analysis"
(→Units/Textbooks: Fixed some textbooks) |
(→Semester 1: growth/finance uses redbook and finite) |
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# Vectors and Parametric Equations; Pre-Calculus Mathematics, Shanks, Fleenor, Brumfeld, Addison Wesley, 1981 | # Vectors and Parametric Equations; Pre-Calculus Mathematics, Shanks, Fleenor, Brumfeld, Addison Wesley, 1981 | ||
# Probability - Finite Mathematics, Lial, Greenwell, Ritchey, Pearson Addison Wesley 2005 | # Probability - Finite Mathematics, Lial, Greenwell, Ritchey, Pearson Addison Wesley 2005 | ||
| − | # Growth and Finance - | + | # Growth and Finance - Redbook; Finite Mathematics, Lial, Greenwell, Ritchey, Pearson Addison Wesley 2005 |
=== Semester 2 === | === Semester 2 === | ||
Revision as of 00:18, 28 October 2021
| Department | Math |
|---|---|
| Length | Year |
| Credit type | Weighted |
| Teacher(s) | Ms. Tantod ??? Hahn |
Analysis (also known as Analysis H) is a math class typically taken by juniors. Students typically take this after Trig H, although some also come up from Trig A, and a few come directly from Geometry H. Most Analysis H students go to AP Calculus BC after this, although some instead go to AP Calculus AB or simply be done with their math credit.
Course catalog description
In addition to the objectives of IAC course, students study Group Theory, Algebraic Problem Solving, quadric surfaces, and more applications of matrices, such as transformations and Markov Chains. The course concludes with the “A” portion of calculus including limits, difference quotients, derivatives and an introduction to the indefinite integral. A graphing calculator is required.
- Prerequisites: Successful completion of Algebra 2 and a complete Trigonometry course; open to grades 10 and 11.
Students laning up from Alg2/TrigA will require summer work to be prepared.
- Students self-report spending an average of 3.5 hours a week outside of school on this course
- District SLOs Addressed in this Course: 1, 2, 5, 6
- This is an honors course
Units/Textbooks
Analysis H is notable for having many textbooks, each of which corresponds to a unit.
Redbook is a set of problems from random books.
Semester 1
- Recursive Stuff - Algebra Through Problem Solving, Hillman, Alexanderson
- Other Coordinate Systems - Redbook; Pre-Calculus Mathematics, Shanks, Fleenor, Brumfeld, Addison Wesley, 1981
- Vectors and Parametric Equations; Pre-Calculus Mathematics, Shanks, Fleenor, Brumfeld, Addison Wesley, 1981
- Probability - Finite Mathematics, Lial, Greenwell, Ritchey, Pearson Addison Wesley 2005
- Growth and Finance - Redbook; Finite Mathematics, Lial, Greenwell, Ritchey, Pearson Addison Wesley 2005
Semester 2
- Matrices and Markov Chains - ???
- Geometric Approach to Matrices - A Geometric Approach to Matrices, Herreshoff
- Limits and Calculus - ???
Unknown textbooks
- ??? - Limits, A Transition to Calculus, Buchanan, Houghton Mifflin, 1985
- ??? - Calculus, Concepts and Applications, Forester, Key Curriculum Press, 1998