# Matemáticas III. Geometría y trigonometría. Área: Ingeniería

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Feel free to link to any of our Lessons, share them on social networking sites, or use them on Learning Management Systems in Schools. Worth mentioning are Napier’s analogies (derivable from the spherical trigonometry half-angle or half-side formulas), which are particularly well suited for use with logarithmic tables. The sine of an angle is the opposite over the hypotenuse. [/frame]Cosine – Cosine equals adjacent over hypotenuse. [/frame]Tangent – Tangent is opposite over adjacent. [/frame]Secant – Secant is the inverse of the cosine and is equal to hypotenuse over adjacent. [/frame]Cosecant – The cosecant is found by inverting the sine and is equal to hypotenuse over opposite. [/frame]Cotangent – The cotangent, the inverse of the tangent, is found by placing the adjacent over the opposite. [/frame]Division sign – For multiplication, use the asterisk button on your keyboard. (Hit shift then 8.) [/frame]Pi – Pi is a unique number that is found by dividing the circumference of any circle by its diameter.

Pages: 0

Publisher: Instituto Politecnico Nacional (1988)

ISBN: 9682921260

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