With a little snippet in #python implementing the Sieve of Eratosthenes in 10 lines of code, I'm able to get the 664,579 primes under 10,000,000 in just 1.04863 seconds, using PyCharm, a JetBrains IDE IDE.

Graphical representation made with GeoGebra of 2 ways to get the volume of a Spherical Cap: - First by rotation the section of the semiarea of the cap and - The second one by triple integrating in spherical coordinates.

The Math Flow Made with Maplesoft

The Math Flow Back to the RiemannSum in Maplesoft , but I didn't manage to solve this monster analytically, so numerical solution came with an surprising output: #Pi Here's what I've found and after fighting some hours I will see if somebody did it. #maths #calculus

The Math Flow Made with GeoGebra

EXTRA Here it is the complete solution, as promised. Made with Maplesoft and Overleaf for the transcription.

There are 2 ways to plot Surfaces of Revolution in Maplesoft . This one is using the Parametric Surfaces one.

This is an easy one: Find the maximum volume of the cylinder inside the volume of revolution of the curve. #maths #Problem

And this is the other way to plot Surfaces of Revolution in Maplesoft with the dedicated command. Quick and useful unless you want to customize the final output a little... lol #math #Plot #GraphicDesign

I tried to compare the convergence of the classical Newton-Raphson method with a modified method for equations with roots of multiplicity > 1, and this is the output table of the program that implements the two methods in #Python . In an additional column, the multiplicity of the

#NumericalAnalysis Accelerating convergence with Aitken's Method (Delta squared) and plotting it with Maplesoft