Mr. Bosler's Honors Applied Calculus Wiki
On this page you will find class notes made simple, tips and tricks of calculus, and some cool links that you may have explored as previous homework assignments!
Course Breakdown
First QuarterTextbook Chapters 1-2,3.1-3.4
Points for Quarter: 1730 Points
--300 points from 3 Chapter Tests
--300 points from Other Tests (Basic Skills Test, EOQ Assessment, 2 Summer Packets)
--100 points from 1st Quarter Project
--50 points from 1st Quarter Do Now Notebook
--60 points from 3 Chapter Quizzes
--150 points from 3 Chapter Review Packages
--50 points from 1 Octave Lab
--310 points from Homework
--410 points from Attendance
Second Quarter
Textbook Chapters 3.5-3.7,4-5
Points for Quarter: 1260 Points
--300 points from 3 Chapter Tests
--100 points from 2nd Quarter Project
--50 points from 2nd Quarter Do Now Notebook
--60 points from 3 Chapter Quizzes
--150 points from 3 Chapter Review Packages
--200 points from Homework
--400 points from Attendance
Third Quarter
Textbook Chapters 6-8
Points for Quarter: 1330 Points
--300 points from 3 Chapter Tests
--100 points from 3rd Quarter Project
--50 points from 3rd Quarter Do Now Notebook
--60 points from 3 Chapter Quizzes
--150 points from 3 Chapter Review Packages
--50 points from 1 Octave Lab
--210 points from Homework
--410 points from Attendance
Fourth Quarter
Textbook Chapters 13-16 (in Full Edition)
Points for Quarter: 1430 Points
--400 points from 4 Chapter Tests
--100 points from 4th Quarter Project
--50 points from 4th Quarter Do Now Notebook
--80 points from 4 Chapter Quizzes
--200 points from 4 Chapter Review Packages
--200 points from Homework
--400 points from Attendance
Exams
Midterm Exam: 100 Points
Final Exam: 100 Points
Points for the Year: 5950
- Chapter 1 Notes
- Day 1: Real Numbers and Intervals
- Day 2: Functions
- Day 3: Function Operations
- Day 4: Composition of Functions
- Day 5: Transformations of Functions
- Day 6: Linear and Quadratic Functions
- Day 7: Polynomial and Piecewise Functions
- Day 8: Rational Functions
- Day 9: Radical Functions
- Day 10: Inverse Functions
- Day 11: Trigonometric Functions
- Day 12: Exponential and Logarithmic Functions
- Day 13: Modeling with Functions
- Day 14: Parametric Equations
- Chapter 2 Notes
- Day 1: Limits by Graphs
- Day 2: Limits by Table
- Day 3: Sided and Infinite Limits
- Day 4: Evaluate Limits by Algebra
- Day 5: Laws of Limits
- Day 6: Continuity
- Day 7: Trigonometric Limits
- Chapter 3 Notes
- Day 7: Derivatives of Trigonometric Functions
- Days 8 and 9: Chain Rule
- Days 10 and 11: Related Rates
- Day 12: Marginal Profit
- Day 13: Physics and Vector-Valued Functions
- Chapter 4 Notes
- Days 1 and 2: Implicit Differentiation
- Day 3: Exponential Derivatives
- Day 4: Derivatives of Logarithmic Functions
- Day 5: Derivatives of Inverse Trig Functions
- Day 6: L'Hopital's Rule
- Day 7: More Indeterminate Forms
- Chapter 5 Notes
- Day 1: Increasing, Decreasing, and Concavity
- Day 2: Relative Extrema and Polynomials
- Day 3: Rational Functions and Other Graphs
- Day 4: Absolute Extrema
- Days 5 and 6: Optimization
- Day 7: Newton's Method
- Day 8: Rolle's Theorem and the Mean Value Theorem
- Day 9: Marginal Profit Revisited
- Day 10: The Antiderivative
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