Trig Identities Flashcards

1
Q

1 = (sin)

A

Sin^2 θ + cos^2 θ

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2
Q

1 = (cos)

A

Sin^2 θ + cos^2 θ

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3
Q

1 = (sec)

A

Sec^2 θ - tan^2 θ

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4
Q

1 = (tan)

A

Sec^2 θ - tan^2 θ

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5
Q

1 = (csc)

A

Csc^2 θ - cot^2 θ

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6
Q

1 = (cot)

A

Csc^2 θ - cot^2 θ

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7
Q

Cos θ

A

Sin(pi/2 - θ)

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8
Q

Cot θ

A

Tan(pi/2 - θ)

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9
Q

Sec θ

A

Csc(pi/2 - θ)

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10
Q

Sin θ

A

Cos(pi/2 - θ)

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11
Q

Tan θ

A

Cot(pi/2 - θ)

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12
Q

Csc θ

A

Sec(pi/2 - θ)

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13
Q

Sin(2θ)

A

2sinθ cosθ

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14
Q

Cos(2θ) (cos &sin)

A

Cos^2 θ - sin^2 θ

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15
Q

Cos(2θ) (cos)

A

2cos^2 θ -1

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16
Q

Cos(2θ) (sin)

A

1-2sin^2 θ

17
Q

Tan(2θ)

A

(2 tanθ)/(1-tan^2 θ)

18
Q

Sin(θ/2)

A

±√((1-cos θ)/2)

19
Q

Cos(θ/2)

A

±√((1+cos θ)/2)

20
Q

Tan(θ/2) (cos only)

A

±√((1-cos θ)/(1+cos θ))

21
Q

Tan(θ/2) (sin & cos)

A

(Sin θ)/(1+cos θ)

22
Q

Sin^2 θ

A

(1-cos(2θ))/2

23
Q

Cos^2 θ

A

(1+cos(2θ))/2

24
Q

Tan^2 θ

A

(1-cos(2θ))/(1+cos(2θ)

25
Q

Sin(θ ± α)

A

Sin θ cos α ± cos θ sin α

26
Q

Cos(θ ± α)

A

Cos θ cos α ∓ sin θ sin α