This video looks at Taking derivatives and integrals of strangely defined functions.
This video looks at the absolute maximum over an interval. critical points and differentiability.
This video looks at Finding the points of inflection for a strangely defined function.
This video looks at the mean Value Theorem and differentiability.
This video looks at using a tangent line to extrapolate a function from a known initial condition.
This video looks at using the second derivative to judge whether an approximation with the tangent line is an overestimate or underestimate.
This video looks at solving a differential equation using separation of variables.
This video looks at the continuity of piecewise-defined functions.
This video looks at the derivative of a piecewise-defined function.
This video looks at the average value of a piecewise-defined function on an interval.
This video looks at the Velocity and acceleration vectors for particle.
This video looks at the Position and slope of particle's path at a given time.
This video looks at the arc length for a curve.
This video looks at the arc length of a function.
This video looks at the Volume of a solid of rotation and chain Rule for rates of change.
This video looks at the Taylor series approximation of sin(x).
This video looks at the Taylor series for cos x at x=0.
This video looks at calculating the 6th derivative at 0 from the Taylor series approximation.
This video looks at the Lagrange error bound for Taylor Polynomial approximation.
This video looks at using Green's Theorem to establish a two dimensional version of the divergence Theorem.