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Calculus

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Section 1

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Domain of tan⁻¹(x)

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Date created

Mar 1, 2020

Cards (40)

Section 1

(40 cards)

Domain of tan⁻¹(x)

Front

(-∞,∞)

Back

d/dx secx

Front

secxtanx

Back

tanx

Front

(sinx)/(cosx)

Back

Range of cos⁻¹(x)

Front

[0,π]

Back

cos²x-sin²x

Front

cos(2x)

Back

∫cosx dx

Front

sinx+C

Back

1-2sin²x

Front

cos(2x) (3)

Back

Domain of cos⁻¹(x)

Front

[-1,1]

Back

∫1/√(a²-x²) dx

Front

sin⁻¹(x/a)+C

Back

cos(-x)

Front

cosx

Back

1+cot²x

Front

csc²x

Back

Range of sin⁻¹(x)

Front

[-π/2,π/2]

Back

2cos²x-1

Front

cos(2x)

Back

d/dx cosx

Front

-sinx

Back

d/dx tanx

Front

sec²x

Back

d/dx ln(x)

Front

1/x

Back

∫1/x dx

Front

ln|x|+C

Back

∫-1/(x√(x²-a²)) dx

Front

(1/a)csc⁻¹(x/a)+C

Back

sin²x

Front

(1-cos(2x))/2

Back

∫sinx dx

Front

-cosx+C

Back

∫-1/√(a²-x²) dx

Front

cos⁻¹(x/a)+C

Back

d/dx cscx

Front

-cscxcotx

Back

Range of tan⁻¹(x)

Front

(-π/2,π/2)

Back

∫a^x dx

Front

(a^x)/(ln(a))+C

Back

d/dx cotx

Front

-csc²x

Back

sin²x+cos²x

Front

1

Back

cos²x

Front

(1+cos(2x))/2

Back

d/dx sinx

Front

cosx

Back

cotx

Front

(cosx)/(sinx)

Back

∫1/(x²+a²)

Front

(1/a)tan⁻¹(x/a)+C

Back

d/dx c^x (c is constant)

Front

ln(c)c^x

Back

sin(-x)

Front

-sinx

Back

sin(2x)

Front

2sinxcosx

Back

(-∞,-1] ∪ [1,∞)

Front

Domain of sec⁻¹(x)

Back

∫-1/(x²+a²)

Front

(1/a)cot⁻¹(x/a)+C

Back

Domain of sin⁻¹(x)

Front

[-1,1]

Back

tan²x+1

Front

sec²x

Back

[0,π/2) ∪ [π,3π/2)

Front

Range of sec⁻¹(x)

Back

∫secx dx

Front

ln|secx+tanx|+C

Back

∫1/(x√(x²-a²)) dx

Front

(1/a)sec⁻¹(x/a)+C

Back