How well do you remember the integrals of the trigonometric functions? For this quiz, you must know how to do integrations using various trigonometric identities, solving some questions for us. This quiz is best to strengthen your basics and prepare for an upcoming exam. All the Best!
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Sin(u)+C
Ln|sin(u)| + C
-cot(u) + C
(1/a)arcsec(|u|/a) + C
-csc(u) + C
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-ln|cos(u)| + C
(1/a)arctan(u/a) + C
-sec^2(u) + C
Csc(u)*cot(u)
-cot(u) + C
Ln|sin(u)| + C
(1/a)arctan(u/a) + C
-cot(u) + C
Sin(u)+C
Ln|secu + tanu)| + C
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Arctan(u/a) + C
Arcsin(u/a) + C
(1/a) arcsin (u/a) + C
(1/u) arcsin (|u|/a) + C
(1/a) arcsec (|u|/a) + C
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(1/u) arcsin (|u|/a) + C
Arctan(u/a) + C
Arcsin(u/a) + C
(1/a) arctan (u/a) + C
(1/a) arctan (|u|/a) + C
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(1/a) arctan (u/a) + C
Arcsin(u/a) + C
(1/a)arcsec(u/a) + C
(1/a) arctan (|u|/a) + C
(1/a)arcsec(|u|/a) + C
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Csc(u) + C
-csc^2(u) + C
Sec(u)tan(u) + C
Tan(u) + C
-csc(u) + C
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Ln|csc(u) + cot(u)| + C
Tan^2(u) + C
-ln|csc(u) + cot(u)| + C
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(1 + cos(2x)) / 2
(1 - cos (2x)) / 2
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(1 - cos (2x)) / 2
(1 + cos(2x)) / 2
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Save a sine factor
Save a cosine factor
Convert the remaining factors into sines
Convert the remaining factors into cosines
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Save a sine factor
Save a cosine factor
Convert the remaining factors into sines
Convert the remaining factors into cosines
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Save a sine factor
Save a cosine factor
Use the sine^2 and cosine^2 identities
Convert the remaining factors into sines
Convert the remaining factors into cosines
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Save a secant squared factor
Convert the remaining factors into tangents
Save a secant-tangent factor
Convert the remaining factors into secants
Expand and integrate
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Save a secant squared factor
Save a secant-tangent factor
Convert the remaining factors into tangents
Convert the remaining factors into secants
Expand and integrate
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Convert a tangent-squared factor into a secant-squared factor
Save a secant-tangent factor
Save a secant squared factor
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U = asinΘ
U = tanΘ
U=secΘ
√(a^2 - u^2) = acosΘ
√(u^2 - a^2) = atanΘ
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U = asinΘ
U = atanΘ
U=asecΘ
√(a^2 + u^2) = acosΘ
√(u^2 + a^2) = asecΘ
U = asinΘ
U = atanΘ
U=asecΘ
√(u^2 - a^2) = acosΘ
√(u^2 - a^2) = atanΘ
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