Course curriculum
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Welcome & Intro!
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Setting Up Your Study Plan
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How to Ask Questions (Q&A Support)
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Useful Documents and Notes
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Unit Circle Review
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Unit 1 Module Notes
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Section 1: Understanding Graphical Limits
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Section 2: Limits of Piecewise Functions
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Section 3: Solving Limits Analytically
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Section 4: Strange Limits with Function Combinations
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Section 5: Limits at Infinity (Horizontal Asymptotes)
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Section 5B: Vertical Asymptotes
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Section 6: Special Trig Limits
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Section 7: Squeeze Theorem
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Section 8: Continuity
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Section 9: Intermediate Value Theorem
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Section 10: Epsilon Delta Definition of Limit (Not an AP Topic)
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Unit 1 MCQ
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Unit 1 MCQ Solutions
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Unit 2 Note Packet
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Section 1: Using the Definition of the Derivative
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Section 1B: Differentiability
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Section 2: Power Rule
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Section 3: Derivatives of Other Functions
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Section 4: Product Rule and Quotient Rule
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Section 5: Chain Rule
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Section 6: Tangent and Normal Lines
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Section 7: Implicit Differentiation
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Section 8: Derivatives of Inverse Functions
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Section 9: Sketching f'(x)
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Unit 2 MCQ - Differentiation Basics (Product & Quotient Rule)
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Unit 2 MCQ Solutions
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Unit 3 MCQ - More Differentiation (Chain Rule, Implicit Differentiation, Tangent Lines)
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Unit 3 MCQ Solutions
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Unit 3 Note Packet
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Section 1: Absolute and Relative Extrema
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Section 2: Rolle's Theorem and Mean Value Theorem
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Section 3: Concavity and The Second Derivative Test
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Section 4: Related Rates
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Section 5: Optimization
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Section 6: Linear Approximation and Differentials
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Section 7: L'Hospital's Rule
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Section 8: Other Indeterminant Forms (BC Topic)
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Unit 4 MCQ - Related Rates, Motion, L'Hopitals
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Unit 4 MCQ Solutions
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Unit 5 MCQ - Optimization, Min Max, Concavity
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Unit 5 MCQ Solutions
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Unit 4 Note Packet
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Section 1: Riemann Sums
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Section 2: Definition of the Integral
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Section 3: Antiderivatives
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Section 4: The Definite Integral
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Section 5: Derivatives of Integrals
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Section 6: U-Substitution (Part 1)
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Section 7: U-Substitution (Part 2)
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Unit 6A MCQ - Riemann Sums & Area
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Unit 6A MCQ - Solutions
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Unit 6B MCQ - Integration
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Unit 6B MCQ - Solutions
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About this course
- 164 lessons
- 41 hours of video content