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It started off as a study of triangles and is a study of straight lines and angles, as well as relationships between them.

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Q: What is triginometry?
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Formula for triginometry?

Well, there are a few ways-A) You can go with Sine, Cosine, Tangent (Spelling?)And that works like this:Sine=O/H (Opposite over Hypotenuse I believe)Cosine=A/H (Adjacent side over Hypotenuse I believe)Tangent=O/A (Opposite over Adjacent side I believe)This is how you remember that:Sine=Oscar/HadCosine=A/HairyTangent=Old/A**B) You can do it the easy way (how I do it)- A right triangle goes like this: The legs are A and B, and the hypotenuse is C. This is where we start.A=BA=C/ (the square root of 2)B=AB=C/ (the square root of 2)C=A* (the square root of 2)C=B* (the square root of 2)All you math teachers out there- this works every time. I know it's not traditional, and there might be some building blocks it skips, but hey- it gets you to where you need to be.


How many kinds of math are there?

basic math, pre algebra, algebra, algebra 2, geometry, geometry 2, triginometry, physics, pre calculus, calculus and io think there is a few more but i havent gotten there yetAnswer:To mention a few:* Algebra, Analytic (Laplace transfrms, Fourier Analysis* Algebraic Topology * Combinatorics * Complexity Theory (Chaos and String Theory)* Computational and Applied Math * Computer Tomography * Constants, The study of* Differential Equations * Fluid Dynamics * Fractals * Fuzzy Logic * Geometry * Group Theory * Industrial Mathematics (Applied Mathematics * Linear Algebra * Logic and Foundations * Mathematical Physics * Mathematical Programming * Mathematical Psychology) * Multidimensional Analysis (in Physics) * Number Theory * Numerical Analysis * Operator Algebra * Optimization * Probability * Random Number Generation * Sequences * Singularity Theory * Systems Analysis * Topology * Valuation Theory * Visualization * Wavelets