Lesson |
Tutorial |
Video |
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Hawkes Videos | Hawkes TV | ||
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Introduction, Newton |
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Introduction, Leibniz |
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2.1 |
Limit of f(x) |
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Hawkes | Video | ||
2.2 |
Limits, Graphically |
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Hawkes | Video | ||
2.3 |
Special Limits |
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Hawkes | Video | ||
2.4 |
Determining Limits |
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Hawkes | Video | ||
2.5 |
Continuity |
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Hawkes |
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3.1 | Hawkes | Video | |
3.2 |
Product Rule |
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Hawkes | Video | ||
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Quotient Rule |
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Tangent Line |
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3.3 |
Derivatives of Trig Functions |
Video |
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Hawkes | Video | ||
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3.4 |
Chain Rule |
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Hawkes | Video | ||
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3.5 |
Implicit Differentiation |
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Hawkes | Video | ||
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3.6 |
Derivative Rule for Inverses |
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Hawkes | Video | ||
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Derivatives of Inverses |
video | |
Logarithmic Differentiation | video | ||
3.7 |
Applications of Differentiation |
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Hawkes | Video | ||
3.8 | Related Rates | video | |
Hawkes | Video | ||
4.1 | Hawkes | Video | |
4.2 | Hawkes | Video | |
4.3 | Local Extrema and Concavity | video | |
Hawkes | Video | ||
4.4 | L'Hopital's Rule | video | |
Hawkes | Video | ||
4.5 | Hawkes | Video | |
4.6 | Applied Optimization 1 | video | |
Hawkes | Video | ||
Applied Optimization 2 | video | ||
4.7 | Falling Body Problems | video | |
Hawkes | Video | ||
Finding Antiderivatives | video | ||
5.1 | Algebra of Summations | video | |
Hawkes | Video | ||
Summation Formulas | video | ||
5.2 | Definite Integral | Video | |
Hawkes | Video | ||
5.3 | Fundamental Theorem I | video | |
Hawkes | Video | ||
Fundamental Theorem II | video | ||
5.4 | Integration by Substitution | video | |
Hawkes | Video | ||
5.5 | Areas of Regions | video | |
Hawkes | Video | ||
6.1 | Method of Cross Sections | video | |
Hawkes | Video | ||
6.2 | Method of Shells | video | |
Hawkes | Video | ||
6.3 | Arc Length | video | |
Hawkes | Video |
Dr. E Robert Heal, Professor Department of Mathematics and Statistics Faculty Website Robert.Heal@usu.edu 435-760-0704 |