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Section 1

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d/dx secx

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Calculus Math

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Date created

Mar 14, 2020

Cards (31)

Section 1

(31 cards)

d/dx secx

Front

secxtanx

Back

cos(2x)

Front

cos^2x-sin^2x

Back

sin^2(x)

Front

1/2(1-cos2(x))

Back

Integrate cos(u) du

Front

sin(u) + C

Back

Integrate cot(u) du

Front

ln lsin(u)l + C

Back

Integrate csc(u)cot(u) du

Front

-csc(u) + C

Back

d/dx cos(x)

Front

-sin(x)

Back

Integrate csc^2(u) du

Front

-cot(u) + C

Back

Integrate sec(u)tan(u) du

Front

sec(u) + C

Back

Integrate sec(u) du

Front

ln lsec(u) + tan(u)l + C

Back

Integrate du/(a^2+u^2)

Front

1/a arctan(u/a) + C

Back

Integrate tan(u) du

Front

ln lsec(u)l + C

Back

d/dx arcsec(x)

Front

1/xsqrt(x^2-1)

Back

sin(2x)

Front

2sinxcosx

Back

tan^2(x) + 1

Front

= sec^2(x)

Back

Integrate csc(u) du

Front

ln lcsc(u) - cot(u) + C

Back

sin^2(x)

Front

1-cos^2(x)

Back

d/dx sin(x)

Front

cosx

Back

d/dx cotx

Front

-csc^2(x)

Back

Integrate sin(u) du

Front

-cos(u) + C

Back

cos^2(x)

Front

1-sin^2(x)

Back

d/dx arctanx

Front

1/(1+x^2)

Back

cos^2(x)

Front

1/2(1+cos2(x))

Back

d/dx tanx

Front

sec^2x

Back

Integrate sec^2(u) du

Front

tan(u) + C

Back

d/dx csc(x)

Front

-cscxcotx

Back

Integrate du/u(sqrt(u^2-a^2)

Front

1/a arcsec(u/a) + C

Back

sin^2x+cos^2x

Front

1

Back

d/dx arcsin(x)

Front

1/sqrt(1-x^2)

Back

Integrate du/(sqrt(a^2-u^2)

Front

arcsin(u/a) + C

Back

tan^2(x)

Front

sec^2(x)-1

Back