Видео

This video explains how to determine the indefinite integral of an expression. It also explains how to find and evaluate definite integrals of an expression.

This video explains how to use antiderivatives to find the area under and between curves.

This video explains how to solve a differential equation, which involves determining the primitive function through using antiderivatives. Antiderivatives can also be used to determine velocity and position equations from an acceleration equation.

This video introduces the concept of antiderivatives and explains how to find the general and particular antiderivative for expressions.

This video explains how to use derivatives to solve word problems that involve exponents and/ or logs. These questions are usually exponential growth or decay word problems.

This video demonstrates how to determine the equation (in general form) of the tangent line to an expression with a logarithm, differentiating exponential and logarithmic expressions, and implicit differentiation of an exponential expression.

This video explains how to differentiate expression that contain logarithms.

This video reviews what a natural log is and laws of natural logs. It is then demonstrated how to evaluate, simplify and solve expressions using the laws of natural logs.

This video demonstrates how to solve equaltions using log laws.

This video briefly reviews what inverse functions are and how to find them algebraically as well as graphically. It explains that log functions are inverses of exponential functions. This video demonstrates how to evaluate log functions without the use of a calculator, graphing log functions, reviews laws of logs, explains how to evaluate or solve expressions using log laws.

This video continues lessons 8.1 and 8.2. It shows that e^(x) is its own derivative and demonstrates how to take the derivative of functions with Euler's constant (e).

This video reviews exponent and logarithm laws, reviews the shape of exponential functions, demonstrates how to draw transformed exponential functions, and explains how to evaluate limits of exponential functions. It is very useful to know the general graph shapes for this unit.

This video explains how to solve word problems that involve trig darivatives.

This video finishes lesson 7.2 by explaining how to find the x coordinates where a trig expression has horizontal tangents using derivatives. Lesson 7.3 demonstrates how to take the derivative of trig functions other than sin and cos.

7.2 Derivatives of Sine and Cosine Part 1 Math 31

7.1 Limits of Trig Functions Math 31

6.5 Solving Trig Equations Math 31

6.2 / 6.3 Sum Difference and Double Angle Identities Math 31

6.1 Trig Basics Math 31

5.5 Curve Sketching Procedure Math 31

5.3 / 5.4 Concavity and Points of Inflection Math 31

5.2 Horizontal Asymptotes Math 31

4.4 Max Min Problems Math 31

5.1 Vertical Asymptote Math 31

Sketching Polynomial Functions - First Derivative Test Math 31

4.2 Max and Min Values Math 31

4.1 / 4.3 First Derivative Test Math 31

3.5 Related Rates Part 2 Math 31

3.5 Related Rates Part 1 Math 31