Trig stuff Flashcards

1
Q

Derivative of Sinx

A

Cosx

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2
Q

Derivative of tan x

A

sec^2 x

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2
Q

Derivative of Cosx

A

-Sinx

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3
Q

Derivative of sec x

A

secxtanx

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4
Q

Derivative of cot x

A

-csc^2 x

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4
Q

Derivative of csc x

A

cscxcotx

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5
Q

Antiderivative of cosx

A

sin x +C

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6
Q

Antiderivative of sin x

A

-cos x +C

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7
Q

Antiderivative of secxtanx

A

sec x +C

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7
Q

Antiderivative of sec^2x

A

tan x +C

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8
Q

Antiderivative of csc^2 x

A

-cot x +C

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8
Q

Antiderivative of cscxcotx

A

-csc x +C

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9
Q

Sin^2 x + cos^2 x =1, solve for sin^2x

A

sin^2 x = 1-cos^2 x

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10
Q

Sin^2 x + cos^2 x =1, solve for cos^2x

A

cos^2 x = 1-sin^2x

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11
Q

tan^2 x + 1= sec^2 x, solve for tan^2 x

A

tan^2 x = sec^2 x-1

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12
Q

tan^2 x + 1= sec^2 x, what does sec^2 x equal?

A

sec^2 x = tan^2 x + 1

13
Q

1+ cot^2 x = csc^2 x, solve for cot^2 x

A

cot^2 x = csc^2 x - 1

14
Q

If we have a function: a dx , what is the integral?

15
Q

If we have a function: x^2 dx , what is the integral?

16
Q

If we have a function: x dx , what is the integral?

17
Q

If we have a function: 1/x dx , what is the integral?

18
Q

If we have a function: e^x dx, what is the integral?

19
Q

If we have a function: a^x dx, what is the integral?

A

a^x/ln(a) +C

19
Q

What is the power rule from the function (x^n)dx?

A

x^(n+1)/(n+1) +C

19
Q

If we have a function: ln (x) dx, what is the integral?

A

xln(x) - x +C

19
Q

What is the formula for integration by parts (IBP) of the function (u)(v)’

A

(u)(v) - (du)(v) dx