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AP Calculus Integrals

AP Calculus Integrals

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Section 1

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∫ csc^2 x dx

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Mar 1, 2020

Cards (21)

Section 1

(21 cards)

∫ csc^2 x dx

Front

- cot x + c

Back

∫ dx/√(a² - x²)

Front

Arcsin (x/a) + c

Back

∫ 1/x dx

Front

ln | x | + c

Back

∫ csc x cot x dx

Front

- csc x + c

Back

∫ sec x dx

Front

ln |sec x + tan x| + c

Back

∫ tan x dx (2)

Front

-ln |cos x| + c

Back

∫ (f(x) ± g(x))dx

Front

∫ f(x)dx ± ∫ g(x)dx

Back

∫ cos x dx

Front

sin x + c

Back

∫ sec x tan x dx

Front

sec x + c

Back

∫ sec^2 x dx

Front

tan x + c

Back

∫ csc x dx

Front

-ln |csc x + cot x| + c

Back

∫ a^x dx

Front

a^x/ ln a + c

Back

∫ dx/(a² + x²)

Front

1/a Arctan (x/a) + c

Back

∫ cot x dx

Front

ln |sin x| + c

Back

∫ tan x dx (1)

Front

ln |sec x| + c

Back

∫ ln x dx

Front

x ln x - x + c

Back

∫ e^x ds

Front

e^x + c

Back

∫ sin x dx

Front

-cos x + c

Back

∫ tan^2 x dx

Front

tan x - x + c

Back

∫ u^n du

Front

1/(n+1) u^(n+1)

Back

∫ a dx

Front

ax + c

Back