Integrals Practice

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15 Terms

1
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∫ e^x dx =

e^x + C

2
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∫ cos x dx =

sin x + C

3
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∫ sec² x dx =

tan x + C

4
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∫ csc² x dx =

-cot x + C

5
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∫ csc x dx =

ln |csc x - cot x| + C

6
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∫ cot x dx =

ln |sin x| + C

7
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∫ 1 / (1 + x²) dx =

tan⁻¹ x + C

8
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∫ sin x dx =

-cos x + C

9
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∫ sec x tan x dx =

sec x + C

10
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∫ csc x cot x dx =

-csc x + C

11
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∫ 1 / √(1 - x²) dx =

sin⁻¹ x + C

12
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∫ sec x dx =

ln |sec x + tan x| + C

13
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∫ tan x dx =

ln |sec x| + C

14
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∫ 1/x dx =

ln |x| + C

15
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