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k-consecutive heads
Euler-Maclaurin formula proof
transcendental decomposition
Weierstrass's Gamma function definition
Legendre Duplication formula
Modulus of the Lateral unit's factorial
Flag Football or Tackle Football?
Diet Proof
Monomials Overdosed on Hyperbolics
A Halloween Special
An Integral Before Christmas
The Ramanujan Conundrum
Intense Integral Ⅱ
The Gaussian with Complex Analysis
Intense Integral
Volume of a n dimensional sphere
A Monomial Trig Special
zeta functional equation proof take #1
zeta's relation to the gamma function
The Funky Log Ⅱ
The Gaussian Integral Redo
Old MacDonald's Integral
The Gaussian Disaster
Euler's reflection formula take #2
Euler's reflection formula take #1
The Gaussian Integral, Again
The Funky Logarithm
Speechless
Zeta(4) by contour integration
Trigonometric infinity
Lightning At Your Fingertips
Integrals of Catalan's Constant
Area of Circle Segments
A complex conundrum
Sawtooth wave by fourier series
Drawing page
html testing page
A Real Banger of Complex Analysis
Easy made complex
The Gaussian integral take #3
The Gaussian integral take #4
A special complex integral
Square wave by fourier series
RLC transient with sinusoidal source
LC transient circuit analysis
Complex integral take #2
Interesting integration technique
Interesting complex integral
RL series transient circuit formula
The gaussian integral take #2
The gaussian integral
Factorials
simple derivative C code
Area of a circle segment using calculus
Feynman's integration technique
Tesla coil design and formulas
RC transient high detail explanation
Physics view of passive electronics
RC charging circuit formula
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This page contains links to all ofhighvoltgaemath's pages
The integral of 1/(x^n+1) from 0 to infinity. This integral is first solved without complex analysis, and then next with complex analysis. Any important steps are never left out.
An online drawing page. On this page, you can draw math, pictures, or anything!
What is trig(infinity)? well, you are about to find out!
Solving the Gaussian integral, again, but this time with fourier transforms. This is the fifth take on solving the gaussian integral.
Easy integral made complex.
All about factorials and the pi function
How to find the area of circle segments without calculus.
How to solve Zeta(4) by contour integration! The whole process is explaned in high detail.
A detailed explanation on solving the gaussian integral.