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Introduction to Mathematical Optimization: Foundations and Calculus Connections
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Intro to Extrema
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04:45
Finding Extrema Graphically Example 1
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02:46
Finding Extrema Graphically Example 2
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05:58
Finding Extrema Graphically
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Finding Global Extrema
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03:52
Critical Points Example 2
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03:34
Finding Global Extrema (Extreme Value Theorem) Example 4
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04:19
Finding Global Extrema (Extreme Value Theorem) Example 3
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Applied Optimization
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10:13
Intro to Applied Optimization: Maximizing Area
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08:29
Example 5: Packaging Design
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13:49
Example 4: Norman Window
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Tangent Lines and Derivatives
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05:13
Slopes of Tangent Lines
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05:10
Determine Continuity Algebraically Example 1
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05:14
Equations of Tangent Lines
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Derivatives as Functions
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05:44
Derivatives
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Basic Rules of Differentiation
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04:09
The Power Rule: Negative & Rational Exponents
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03:37
The Power Rule: Negative & Rational Exponents Example 1
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04:02
The Power Rule
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