Language of Mathematics: Its End Use!

Backdrop

A good number of students   - and dare we say, graduates   - even long after school still wonder why on earth, or for what good a good number of math topics are taught in schools.
This lot believe that, to a large extent, there is no use for mathematics.
They reason that basic arithmetic   - addition, subtraction, multiplication and division   - is enough for civilisation.
To such, algebra is an outright joke; not to mention trigonometry and differential equations.

Mission

To correct this notion, and put as many young minds as are willing in proper perspective with regards to the use of mathematics, we have set out to demonstrate (daemonstatrate) the implementation, application, and use of a few (obscene) branches of mathematics!

Purpose

This platform can be used by computer science and mathematics teachers in schools, as well as youngsters at their idle time, to teach / learn the implementation / use of several topics in mathematics.
This is not meant to be a fixed curriculum; but a general computer programming with Mathematics guide and reference material.

Contour

We start out by implementing the algorithms and codes for a few topics in Arithmetic -- Even Numbers, Odd Numbers, Prime Numbers, Number Factors, Highest Common Factor (H.C.F.) - Greatest Common Divider (G.C.D.) and Lowest Common Factor (L.C.M.) -- under section Primary.

Then we tackle algorithms and codes for: Converting Mixed Fractions to Improper Fractions; Converting Improper Fractions To Mixed Fractions, Reducing Fractions to their Lowest Term; Addition of Fractional Numbers; Subtraction of Fractional Numbers; Sorting Fractional Numbers; Multiplying Fractional Numbers; Dividing Fractional Numbers; solving 2 X 2 (two by two) simultaneous equations and 3 X 3 (three by three) simultaneous equations under Junior Section (Algebra).

We then go on to show how algorithms and codes for: Graphs - using the x - y coordinate system; Straight Line Equations; Quadratic Equations; Polynomial (Cubic) Equations; Periodic / Sinusoidal (Sine and Cosine) Equations; Circle Equations and Ellipse Equations are used to simulate motions and game theatrics under the Senior Section (Dymetric).

Finally, we get to show demonstrations -- we like to call it a daemonstration -- and algorithms or codes for: Combination (Selection Without Repetition); Permutation (Possible Arrangements); Selection With Repetition; Selection With Conditional Repetition; Two-Way Encryption - Single Key Encryption and Private / Public Encryption; and One-Way Encryption (Hashes) used in gaming and security-oriented softwares under the Tertiary Section (Miscellaneous).

Spectrum

We cover the same demonstrations, algorithms and codes in a number of different programming languages which include   - JavaScript, Java, C++, C Sharp, Visual Basic, Python and Perl!

So

All you require is little or no programming experience (we will point you in the right directions as we go along), but the interest and self-will to follow our daemonstrations.

Why don't you select a preferred programming language and start making use of some mathematics!
Not sure how to proceed, here is just the right place!