Identidades Por Simetría,periodicidad O Desplazamiento Flashcards by zap_ mateo2020

Q

Sin ( - x ) = ( - x o 360 - x ) =

A

= - sin x

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Q

Cos ( - x ) = ( - x o 360 - x ) =

A

= + cos x

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Q

Tan ( - x ) = ( - x o 360 - x ) =

A

= - tan x

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Q

Csc ( - x ) = ( - x o 360 - x ) =

A

= - csc x

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Q

Sec ( - x ) = ( - x o 360 - x ) =

A

= + sec x

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Q

Cot ( - x ) = ( - x o 360 - x ) =

A

= - cot x

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Q

Sin ( (phi / 2 )- x ) = ( 90 - x ) =

A

= + cos x

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Q

Cos ( (phi / 2 )- x ) = ( 90 - x ) =

A

= + sin x

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Q

Tan ( (phi / 2 )- x ) = ( 90 - x ) =

A

= + cot x

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Q

Csc ( (phi / 2 )- x ) = ( 90 - x ) =

A

= + sec x

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Q

Sec ( (phi / 2 )- x ) = ( 90 - x ) =

A

= + csc x

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Q

Cot ( (phi / 2 )- x ) = ( 90 - x ) =

A

= + tan x

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Q

Sin ( phi - x ) = ( 180 - x ) =

A

= + sin x

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Q

Cos ( phi - x ) = ( 180 - x ) =

A

= - cos x

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Q

Tan ( phi - x ) = ( 180 - x ) =

A

tan x

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Q

Csc ( phi - x ) = ( 180 - x ) =

A

= + csc x

Q

Sec ( phi - x ) = ( 180 - x ) =

A

= - sec x

Q

Cot ( phi - x ) = ( 180 - x ) =

A

= - cot x

Q

Sin ( x + phi/2 ) = ( x + 90 ) =

A

= + cos x

Q

Cos ( x + phi/2 ) = ( x + 90 ) =

A

= - sin x

Q

Tan ( x + phi/2 ) = ( x + 90 ) =

A

= - cot x

Q

Csc ( x + phi/2 ) = ( x + 90 ) =

A

= + sec x

Q

Sec ( x + phi/2 ) = ( x + 90 ) =

A

= - csc x

Q

Cot ( x + phi/2 ) = ( x + 90 ) =

A

= - tan x

Q

Sin ( x + phi ) = ( x + 180 ) =

A

= - sin x

Q

Cos ( x + phi ) = ( x + 180 ) =

A

= - cos x

Q

Tan ( x + phi ) = ( x + 180 ) =

A

= + tan x

Q

Csc ( x + phi ) = ( x + 180 ) =

A

= - csc x

Q

Sec ( x + phi ) = ( x + 180 ) =

A

= - sec x

Q

Cot ( x + phi ) = ( x + 180 ) =

A

= + cot x

Q

Sin ( x + 2phi ) = ( x + 360 ) =

A

= + sin x

Q

Cos ( x + 2phi ) = ( x + 360 ) =

A

= + cosx

Q

Tan ( x + 2phi ) = ( x + 360 ) =

A

= + tan x

Q

Csc ( x + 2phi ) = ( x + 360 ) =

A

= + csc x

Q

Sec ( x + 2phi ) = ( x + 360 ) =

A

= + sec x

Q

Cot ( x + 2phi ) = ( x + 360 ) =

A

= + cot x