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AP Calculus AB Formulas

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Section 1

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inflection point

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Calculus Math

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Date created

Mar 1, 2020

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Section 1

(50 cards)

inflection point

Front

Back

(u'v-v'u)/(v^2)

Front

Back

ft

Front

Back

u'v+uv'

Front

Back

True

Front

~True or False

Back

Total distance traveled

Front

Back

y

Front

position

Back

-cscu + C

Front

Back

cosx

Front

Back

(secx)^2

Front

Back

e^u + C

Front

Back

-cosu + C

Front

Back

a^x∙lna

Front

Back

secu + C

Front

Back

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

Front

Back

e^x

Front

Back

-cscxcotx

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Back

-(cscx)^2

Front

Back

nx^(n-1)

Front

Back

1/x

Front

Back

The particle is speeding up

Front

Back

Average value

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Back

sinu + C

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Back

ft/sec

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Back

removable discontinuity

Front

Back

Displacement

Front

Back

Volume using Washers

Front

Back

y'

Front

Back

ft/sec^2

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Back

vertical asymptote

Front

Back

Fundamental Theorem of Calculus

Front

Back

Definition of Derivative

Front

Back

|velocity|

Front

Back

tanu + C

Front

Back

(x')f(x)

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Back

Alternate Definition of Derivative

Front

Back

The particle is slowing down

Front

Back

1/(xlna)

Front

Back

-sinx

Front

Back

f'(g(x))∙g'(x)

Front

Back

Volume of Cross-Sections

Front

Back

y''

Front

Back

secxtanx

Front

Back

slope

Front

Back

Average rate of change or average velocity

Front

Back

Volume using Disks

Front

Back

-cotu + C

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Back

critical point

Front

Back

concavity

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Back

ln|u| + C

Front

Back