Trigonometry basic formulas
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sinθ = opposite side / hypotenuse
cosθ = adjacent side / hypotenuse
tanθ = opposite side / adjacent side
cosecθ = hypotenuse / opposite side
secθ = hypotenuse / adjacent side
cotθ = adjacent side / opposite side
sin (x) = cos (90-x)
tan(x) = cot (90-x)
sec(x) = cosec (90-x)
cos(x) = sin(90-x)
cot(x) = tan(90-x)
cosec(x) = sec(90-x)
sin∧ 2 A + cos ∧2 A = 1
sec∧ 2 A − tan∧ 2 A = 1
cosec ∧2 A − cot ∧2 A = 1
cosθ = adjacent side / hypotenuse
tanθ = opposite side / adjacent side
cosecθ = hypotenuse / opposite side
secθ = hypotenuse / adjacent side
cotθ = adjacent side / opposite side
sin (x) = cos (90-x)
tan(x) = cot (90-x)
sec(x) = cosec (90-x)
cos(x) = sin(90-x)
cot(x) = tan(90-x)
cosec(x) = sec(90-x)
sin∧ 2 A + cos ∧2 A = 1
sec∧ 2 A − tan∧ 2 A = 1
cosec ∧2 A − cot ∧2 A = 1
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sin(sqr )x + cos(sqr)x = 1
tan(sqr)x + 1 = sec(sqr)x
cot(sqr)x + 1 = cosec(sqr)x
tan(sqr)x + 1 = sec(sqr)x
cot(sqr)x + 1 = cosec(sqr)x
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