Trig Functions Flashcards

1
Q

Sinx2 + cosx2?

A

1

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2
Q

Tanx?

A

Sinx/Coex

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3
Q

1 + cotx2?

A

CosecX2

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4
Q

1 + tanX2?

A

SecX2

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5
Q

CosecX?

A

1/sinX

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6
Q

SecX?

A

1/cosX

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7
Q

CotX?

A

1/tanX or cosX/sinX

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8
Q

How do you alternately write inverses?

A

Arc-

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9
Q

Sin(A+B)?

A

SinAcosB+cosAsinB

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10
Q

Cos(A+B)?

A

CosAcosB-sinAsinB

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11
Q

Tan(A+B)?

A

(tanA+tanB)/(1-tanAtanB)

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12
Q

Sin2A?

A

2sinAcosA

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13
Q

Cos2A?

A

CosA2-sinA2

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14
Q

Tan2A?

A

(2tanA)/(1-tanA2)

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15
Q

Differentiate sinX

A

CosX

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16
Q

Differentiate cosX

A

-sinX

17
Q

Differentiate tanX

A

SecX2

18
Q

When should you use the product rule?

A

When differentiating two functions which are being multiplied together e.g. y=uv

19
Q

What is the product rule?

A

Dy/dx = u(dv/dx) + v(du/dx)

20
Q

When do you use the chain rule?

A

When you need to differentiate a function of a function e.g. f(X)N

21
Q

What is the chain rule?

A

If y=[f(x)]N

Dy/dx=n[f(x)]N-1.f-1(x)

22
Q

When do you use the quotient rule?

A

Y=u/v

23
Q

What is the quotient rule?

A

Dy/dx=(v(du/dx)-u(dv/dx))/v2

24
Q

Differentiate cosecKX

A

-KcosecKXcotKX

25
Q

Differentiate secKX

A

KsecKXtanKX

26
Q

Differentiate cotKX

A

-cosec*2(KX)

27
Q

How do you differentiate parametrics?

A

Dy/dx= (dy/dt)/(dx/dt)