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CALCULUS

CALCULUS

memorize.ai

memorize.ai (lvl 286)

Section 1

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d/dx(csc^-1(x))

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Last updated

6 years ago

Date created

Mar 1, 2020

Cards (27)

Section 1

(27 cards)

d/dx(csc^-1(x))

Front

-1/|x|sqrt(x^2-1)

Back

d/dx(secx)

Front

secxtanx

Back

d/dx(lnu)

Front

1/u * u'

Back

d/dx(cscx)

Front

-cscxcotx

Back

quotient rule

Front

d/dx[u/v]=(vu'-uv')/v^2

Back

sin^2x

Front

1/2(1-cos2x)

Back

product rule

Front

d/dx(uv)=uv'+vu'

Back

sin^2x+cos^2x

Front

=1

Back

chain rule

Front

d/dx[(f(u)]= f'(u)*u'

Back

sin(2x)

Front

2sinxcosx

Back

cos^2x

Front

1/2(1+cos2x)

Back

d/dx(cot^-1(x))

Front

-1/(1+x^2)

Back

d/dx(cosx)

Front

-sinx

Back

d/dx(sin^-1(x))

Front

1/sqrt(1-x^2)

Back

d/dx(sec^-1(x))

Front

1/|x|sqrt(x^2-1)

Back

d/dx(tan^-1(x))

Front

1/(1+x^2)

Back

cos(2x)

Front

cos^2x-sin^2x

Back

d/dx(a^u)

Front

a^u(lna)(u')

Back

cot^2x+1

Front

cse^2x

Back

d/dx(cos^-1(x))

Front

-1/sqrt(1-x^2)

Back

d/dx(tanx)

Front

(sec^2)x

Back

d/dx(e^u)

Front

e^u(u')

Back

d/dx(cotx)

Front

(-csc^2)x

Back

d/dx(loga(x))

Front

1/xlna

Back

d/dx(x^n)

Front

n*x^(n-1)

Back

d/dx(sinx)

Front

cosx

Back

1+tan^2x

Front

sec^2x

Back