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AP Calculus AB Exam Review

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Section 1

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Critical Point

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Calculus Math

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Mar 1, 2020

Cards (25)

Section 1

(25 cards)

Critical Point

Front

Where the derivative = 0

Back

∫cos x

Front

sin x

Back

limit as x approaches 0 in: (cos (x) - 1)/x

Front

0

Back

d ln U

Front

dU / U

Back

∫ dU / U

Front

ln |U|

Back

∫sin x

Front

- cos x

Back

∫ sec^2 x

Front

tan x

Back

ln A^B

Front

B ln A

Back

ln AB

Front

ln A + ln B

Back

MVT of Integrals

Front

1/( b-a ) * ∫ from a to b of f(x)

Back

e^ln x

Front

x

Back

d cos x

Front

- sin x

Back

ln 1

Front

0

Back

ln (A/B)

Front

ln A - ln B

Back

MVT of Derivatives

Front

m = f(b) - f(a) / ( b - a )

Back

3 Cases of Non-Differentiability

Front

Cusp, discontinuity, slope is undefined (vertical)

Back

limit as x approaches 0 in: (sin x)/x

Front

1

Back

∫ e^U dU

Front

e^U

Back

Trapezoid Rule

Front

1/2 ( b-a / n ) (y + 2y + ... + 2y + y)

Back

d sin x

Front

cos x

Back

ln e^x

Front

x

Back

Inflection Point

Front

Where the second derivative = 0

Back

ln e

Front

1

Back

d tan x

Front

sec^2 x

Back

d e^U

Front

e^U dU

Back