Understanding Calculus: Problems, Solutions and Tips

Understanding Calculus: Problems, Solutions and Tips series poster
Network:
Unknown
Status:
Ended
Season 1:
Ended on January 01, 2010
Watched: 0%
0 of 36 Episodes
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Notes:

Season: 1
# Air Date Episode Name Watched?
E1 Jan 01, 2010 A Preview of Calculus
E2 Jan 01, 2010 Review-Graphs, Models, and Functions
E3 Jan 01, 2010 Review-Functions and Trigonometry
E4 Jan 01, 2010 Finding Limits
E5 Jan 01, 2010 An Introduction to Continuity
E6 Jan 01, 2010 Infinite Limits and Limits at Infinity
E7 Jan 01, 2010 The Derivative and the Tangent Line Problem
E8 Jan 01, 2010 Basic Differentiation Rules
E9 Jan 01, 2010 Product and Quotient Rules
E10 Jan 01, 2010 The Chain Rule
E11 Jan 01, 2010 Implicit Differentiation and Related Rates
E12 Jan 01, 2010 Extrema on an Interval
E13 Jan 01, 2010 Increasing and Decreasing Functions
E14 Jan 01, 2010 Concavity and Points of Inflection
E15 Jan 01, 2010 Curve Sketching and Linear Approximations
E16 Jan 01, 2010 Applications-Optimization Problems, Part 1
E17 Jan 01, 2010 Applications-Optimization Problems, Part 2
E18 Jan 01, 2010 Antiderivatives and Basic Integration Rules
E19 Jan 01, 2010 The Area Problem and the Definite Integral
E20 Jan 01, 2010 The Fundamental Theorem of Calculus, Part 1
E21 Jan 01, 2010 The Fundamental Theorem of Calculus, Part 2
E22 Jan 01, 2010 Integration by Substitution
E23 Jan 01, 2010 Numerical Integration
E24 Jan 01, 2010 Natural Logarithmic Function-Differentiation
E25 Jan 01, 2010 Natural Logarithmic Function-Integration
E26 Jan 01, 2010 Exponential Function
E27 Jan 01, 2010 Bases other than e
E28 Jan 01, 2010 Inverse Trigonometric Functions
E29 Jan 01, 2010 Area of a Region between 2 Curves
E30 Jan 01, 2010 Volume-The Disk Method
E31 Jan 01, 2010 Volume-The Shell Method
E32 Jan 01, 2010 Applications-Arc Length and Surface Area
E33 Jan 01, 2010 Basic Integration Rules
E34 Jan 01, 2010 Other Techniques of Integration
E35 Jan 01, 2010 Differential Equations and Slope Fields
E36 Jan 01, 2010 Applications of Differential Equations
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Series Overview:
Calculus is the greatest mathematical breakthrough since the pioneering discoveries of the ancient Greeks. Without it, we wouldn't have spaceflight, skyscrapers, jet planes, economic modeling, accurate weather forecasting, modern medical technologies, or any of the countless other achievements we take for granted in today's world. Indeed, calculus is so versatile and its techniques so diverse that it trains you to view problems, no matter how difficult, as solvable until proved otherwise. And the habit of turning a problem over in your mind, choosing an approach, and then working through a solution teaches you to think clearly—which is why the study of calculus is so crucial for improving your cognitive skills and why it is a prerequisite for admission to most top universities.
Network:
Unknown
Seasons:
1
Years:
2010 - 2010
Genre:
Mini-Series, Documentary
Country:
United States
Language:
English
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