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8:01
Integral of (sec^2(x))/(tan x)(tan(x) - 1)
10:26
Let U = sqrt(4 + x^2) to Evaluate the Integral
5:39
Use Integration by Parts to Evaluate the Given Integral
5:07
Evaluate Each Definite Integral and Give the Exact Value
5:01
Evaluate Each Integral Resulting in an Inverse Trigonometric Function
6:01
Evaluate Each Integral
6:04
Use Any Method to Evaluate the Given Integrals
3:10
Wrap-a-Pill Makes it Easy and Quick
8:08
Find the Derivative of Each Function
10:14
Evaluate the Given Integrals
8:02
Integral of tan^4(2x) From 0 to pi/8
6:09
Integral of (tan^3(x))/sqrt(sec x)
4:02
Integral of 1/(sin(x)tan(x))
4:27
Integral of sqrt(tan x)(sec^4(x))
5:02
Integral of (sec^3(x))/(tan x)
14:32
Integral of dx/(xsqrt(x^2 + 4x))
6:24
Integral of 1/(sec x - tan x)
6:09
Evaluate Each Integral Involving ln x
8:55
Integral of sqrt(x - 4)/x From 4 to 8
5:14
Integral of (sec x)/sqrt(sin 2x)
5:49
Integral of (x^3)cbrt(x^2 + 1)
5:44
Integral of dx/(2x^2 + 4)
5:11
Integral of x/sqrt(1 + 2x)
5:15
Integral of (tan^2(x))/(1 + tan^2(x))
6:37
Integral of sqrt(x)/(1 + x)
8:18
Integral of dx/(1 - cos x)
4:22
Integral of (x^3)/CBRT(9 - x^2)
8:57
Integral of (x^(3/4))/(2(sqrt(x) + 1))
5:32
Integral of sin^3(x)/sqrt(cos x)
6:36
Integral of 1/(tan(x) +1)
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