Primes with variation of " t "

Autor:RV'SMath

Turns out you can vary " t " to make combinations with " a " 1) With this equation you can factor any number. Just plug in the Number, obtain it's sum, factor that sum.

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Building Parallelograms with Set Areas
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Rolling an Equilateral Triangle
Building Figures with Set Areas
Focus and Directrix

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Quadratic Function: y = ax^2 + q
TWO EQUATIONS WILL COMBINE TO FORM THE THIRD INCLUDING THE C
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ter_gorbites
Equal Area triangles with shared point on hypotenuse

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Funciones
Regresión Lineal
Procesos estocásticos o aleatorios
Diagramas
Combinatoria