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·
Integrals of Trigonometric Functions
·
Derivatives of Trigonometric Functions
·
Conversion of Trigonometric Functions
·
Law of cosines
·
Law of sines
Additional Formulas
·
Basic Relationships
·
Pythagoras
·
Right Triangle
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Shifts and Periodicity
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Symmetry
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Law of cosines
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Law of sines
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Law of tangents
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Product to Sum
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Sum to Product
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Math Formulas
>
Trigonometry
> Derivatives of Trigonometric Functions
Derivatives of Trigonometric Functions
Function
Derivative
sin
x
cos
x
cos
x
-
sin
x
sin
2
x
2∙
sin
x
∙
cos
x
=
sin
2
x
cos
2
x
-2∙
sin
x
∙
cos
x
= -
sin
2
x
tan
x
=
sec
2
x
1/(
cos
2
x
) = 1+
tan
2
x
cot
x
= -
csc
2
x
-1/(
sin
2
x
) = -1-
cot
2
x
sec
x
sec
x
∙
tan
x
csc
x
-
csc
x
∙
cot
x
arcsin
x
=
sin
-1
x
1/√(1-
x
2
)
arccos
x
=
cos
-1
x
-1/√(1-
x
2
)
arctan
x
=
tan
-1
x
1/(1+
x
2
)
arccot
x
=
cot
-1
x
-1/(1+
x
2
)
arcsec
x
=
sec
-1
x
1/(|
x
|∙√(
x
2
-1))
arccsc
x
=
csc
-1
x
-1/(|
x
|∙√(
x
2
-1))
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