Dr. Bevin Maultsby

One flux example two ways: using Stokes' and the Divergence Theorem

Laplace Transforms 9: Introduction to the Heaviside (unit step) function

Laplace Transforms 12: Dirac Delta Examples

Norms, lp norms, and the sup norm, Real Analysis II

Laplace Transforms 11: The Dirac Delta (Unit Impulse)

Integrate ln(x)^1000, Integral Calculus Problem

Integration with residue calculus example with order 2, Complex Analysis

Boundary of a set in a metric space, Real Analysis II

Inner Product Spaces and Cauchy Schwarz, Real Analysis II

Calculating residues at simple poles, Complex Analysis

Introduction to inner product, norm, and metric on Rn, Real Analysis II

Why is the tan function called tangent?

Projectile motion: optimal angle, landing time and location in Multivariable Calculus

Unions and intersections of open sets, Real Analysis II

Closure of a set, Real Analysis II

Interior of a set in a metric space, Real Analysis II

Metric Spaces Introduction, Real Analysis II

Closed sets in a metric space, Real Analysis II

Open sets in a metric space (M,d), with examples, Real Analysis II

Compute T, N, and B for a parameterized curve, Multivariable Calculus

Accumulation Points aka Limit Points, Real Analysis II

Prove the double angle identities using Euler's formula

Flux across a hemisphere, with and without the Divergence Theorem, Multivariable Calculus

Residue calculus integration example with simple poles, Complex Analysis

Line integral along a plane and sphere intersection, with Stokes and without

Least Squares Method Part 2: residuals, setting up your model, examples

SIR Model for Epidemiology, Ordinary Differential Equations

Sequentially compact sets and totally bounded sets, Real Analysis II

Compact iff Sequentially Compact full proof, Real Analysis II

Tangent Plane and Normal Line using a gradient, Multivariable Calculus

Examples of scalar and vector line integrals, Multivariable Calculus

Work done pulling a rope to the top of a building

Example finding the osculating plane and TNB, Multivariable Calculus

Introduction to spherical coordinates

Examples with T, N, B, κ and the osculating circle, Multivariable Calculus

Improper Integrals 2 (from -infinity to infinity), Single Variable Calculus

Intersection of two planes: the line and the angle, Multivariable Calculus

Continuous functions on path connected and connected sets, Real Analysis II

Connected and Path Connected Sets, Real Analysis II

Least Squares Method Part 1: background and derivation, with examples

Multivariable Calculus: Parameterize the curve of intersection

Which is bigger? e^pi vs pi^e, a quick solution

How to Easily Remember Cosine and Sine Values for Unit Circle Angles

Example of a flux integral, Multivariable Calculus

Laplace Transforms 3: The Laplace transform of t^n

Osculating plane and circle, Multivariable Calculus

Finding the radius R of convergence for a power series, Single Variable Calculus

One flux example two ways: using Stokes' and the Divergence Theorem

Buffon's needle problem to estimate pi, explained

Laplace Transforms 10: Examples with the Heaviside Function

Laplace Transforms 5: Example 2y'' + 3y' + y = e^(4t)