Derivatives and Integrals Flashcards

1
Q

d/dx sin(x) =

A

cos(x)

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2
Q

d/dx tan(x) =

A

sec2(x)

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3
Q

d/dx sec(x) =

A

sec(x)tan(x)

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4
Q

d/dx cos(x) =

A

-sin(x)

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5
Q

d/dx cot(x) =

A

-csc2(x)

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6
Q

d/dx csc(x) =

A

-csc(x)cot(x)

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7
Q

Ssin(x)dx =

A

-cos(x) + C

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8
Q

Stan(x)dx =

A

-ln|sec(x)| + C

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9
Q

Ssec(x)dx =

A

ln|sec(x) + tan(x)| + C

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10
Q

Scos(x)dx =

A

sin(x) + C

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11
Q

Scot(x)dx =

A

ln|sin(x)| + C

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12
Q

Scsc(x)dx =

A

ln|csc(x) - cot(x)| + C

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13
Q

Ssec2(x)dx =

A

tan(x) + C

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14
Q

Scsc2(x)dx =

A

-cot(x) + C

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15
Q

Ssec(x)tan(x)dx =

A

sec(x) + C

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16
Q

Scsc(x)cot(x)dx =

A

-csc(x) + C

17
Q

d/dx ln(x) =

A

1/x

18
Q

S(1/x)dx

A

ln|x| + C

19
Q

d/dx ex =

A

ex

20
Q

d/dx bx =

A

bx•ln(b)

21
Q

Sexdx =

A

ex + C