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3
Listing of integrals
3.1
\(\int (e x)^m \left (a+b x^n\right )^3 \left (A+B x^n\right ) \left (c+d x^n\right ) \, dx\)
3.2
\(\int (e x)^m \left (a+b x^n\right )^2 \left (A+B x^n\right ) \left (c+d x^n\right ) \, dx\)
3.3
\(\int (e x)^m \left (a+b x^n\right ) \left (A+B x^n\right ) \left (c+d x^n\right ) \, dx\)
3.4
\(\int (e x)^m \left (A+B x^n\right ) \left (c+d x^n\right ) \, dx\)
3.5
\(\int \frac{(e x)^m \left (A+B x^n\right ) \left (c+d x^n\right )}{a+b x^n} \, dx\)
3.6
\(\int \frac{(e x)^m \left (A+B x^n\right ) \left (c+d x^n\right )}{\left (a+b x^n\right )^2} \, dx\)
3.7
\(\int \frac{(e x)^m \left (A+B x^n\right ) \left (c+d x^n\right )}{\left (a+b x^n\right )^3} \, dx\)
3.8
\(\int (e x)^m \left (a+b x^n\right )^3 \left (A+B x^n\right ) \left (c+d x^n\right )^2 \, dx\)
3.9
\(\int (e x)^m \left (a+b x^n\right )^2 \left (A+B x^n\right ) \left (c+d x^n\right )^2 \, dx\)
3.10
\(\int (e x)^m \left (a+b x^n\right ) \left (A+B x^n\right ) \left (c+d x^n\right )^2 \, dx\)
3.11
\(\int (e x)^m \left (A+B x^n\right ) \left (c+d x^n\right )^2 \, dx\)
3.12
\(\int \frac{(e x)^m \left (A+B x^n\right ) \left (c+d x^n\right )^2}{a+b x^n} \, dx\)
3.13
\(\int \frac{(e x)^m \left (A+B x^n\right ) \left (c+d x^n\right )^2}{\left (a+b x^n\right )^2} \, dx\)
3.14
\(\int \frac{(e x)^m \left (A+B x^n\right ) \left (c+d x^n\right )^2}{\left (a+b x^n\right )^3} \, dx\)
3.15
\(\int (e x)^m \left (a+b x^n\right )^3 \left (A+B x^n\right ) \left (c+d x^n\right )^3 \, dx\)
3.16
\(\int (e x)^m \left (a+b x^n\right )^2 \left (A+B x^n\right ) \left (c+d x^n\right )^3 \, dx\)
3.17
\(\int (e x)^m \left (a+b x^n\right ) \left (A+B x^n\right ) \left (c+d x^n\right )^3 \, dx\)
3.18
\(\int (e x)^m \left (A+B x^n\right ) \left (c+d x^n\right )^3 \, dx\)
3.19
\(\int \frac{(e x)^m \left (A+B x^n\right ) \left (c+d x^n\right )^3}{a+b x^n} \, dx\)
3.20
\(\int \frac{(e x)^m \left (A+B x^n\right ) \left (c+d x^n\right )^3}{\left (a+b x^n\right )^2} \, dx\)
3.21
\(\int \frac{(e x)^m \left (a+b x^n\right )^4 \left (A+B x^n\right )}{c+d x^n} \, dx\)
3.22
\(\int \frac{(e x)^m \left (a+b x^n\right )^3 \left (A+B x^n\right )}{c+d x^n} \, dx\)
3.23
\(\int \frac{(e x)^m \left (a+b x^n\right )^2 \left (A+B x^n\right )}{c+d x^n} \, dx\)
3.24
\(\int \frac{(e x)^m \left (a+b x^n\right ) \left (A+B x^n\right )}{c+d x^n} \, dx\)
3.25
\(\int \frac{(e x)^m \left (A+B x^n\right )}{c+d x^n} \, dx\)
3.26
\(\int \frac{(e x)^m \left (A+B x^n\right )}{\left (a+b x^n\right ) \left (c+d x^n\right )} \, dx\)
3.27
\(\int \frac{(e x)^m \left (A+B x^n\right )}{\left (a+b x^n\right )^2 \left (c+d x^n\right )} \, dx\)
3.28
\(\int \frac{(e x)^m \left (A+B x^n\right )}{\left (a+b x^n\right )^3 \left (c+d x^n\right )} \, dx\)
3.29
\(\int \frac{(e x)^m \left (a+b x^n\right )^3 \left (A+B x^n\right )}{\left (c+d x^n\right )^2} \, dx\)
3.30
\(\int \frac{(e x)^m \left (a+b x^n\right )^2 \left (A+B x^n\right )}{\left (c+d x^n\right )^2} \, dx\)
3.31
\(\int \frac{(e x)^m \left (a+b x^n\right ) \left (A+B x^n\right )}{\left (c+d x^n\right )^2} \, dx\)
3.32
\(\int \frac{(e x)^m \left (A+B x^n\right )}{\left (c+d x^n\right )^2} \, dx\)
3.33
\(\int \frac{(e x)^m \left (A+B x^n\right )}{\left (a+b x^n\right ) \left (c+d x^n\right )^2} \, dx\)
3.34
\(\int \frac{(e x)^m \left (A+B x^n\right )}{\left (a+b x^n\right )^2 \left (c+d x^n\right )^2} \, dx\)
3.35
\(\int \frac{(e x)^m \left (A+B x^n\right )}{\left (a+b x^n\right )^3 \left (c+d x^n\right )^2} \, dx\)
3.36
\(\int \frac{(e x)^m \left (a+b x^n\right )^2 \left (A+B x^n\right )}{\left (c+d x^n\right )^3} \, dx\)
3.37
\(\int \frac{(e x)^m \left (a+b x^n\right ) \left (A+B x^n\right )}{\left (c+d x^n\right )^3} \, dx\)
3.38
\(\int \frac{(e x)^m \left (A+B x^n\right )}{\left (c+d x^n\right )^3} \, dx\)
3.39
\(\int \frac{(e x)^m \left (A+B x^n\right )}{\left (a+b x^n\right ) \left (c+d x^n\right )^3} \, dx\)
3.40
\(\int \frac{(e x)^m \left (A+B x^n\right )}{\left (a+b x^n\right )^2 \left (c+d x^n\right )^3} \, dx\)
3.41
\(\int (e x)^m \left (a+b x^n\right )^p \left (A+B x^n\right ) \left (c+d x^n\right )^q \, dx\)
3.42
\(\int (e x)^m \left (a+b x^n\right )^p \left (A+B x^n\right ) \left (c+d x^n\right ) \, dx\)
3.43
\(\int \frac{(e x)^m \left (a+b x^n\right )^p \left (A+B x^n\right )}{c+d x^n} \, dx\)
3.44
\(\int \frac{(e x)^m \left (a+b x^n\right )^p \left (A+B x^n\right )}{\left (c+d x^n\right )^2} \, dx\)
3.45
\(\int \frac{\left (-a+b x^{n/2}\right )^{-1+\frac{1}{n}} \left (a+b x^{n/2}\right )^{-1+\frac{1}{n}} \left (c+d x^n\right )}{x^2} \, dx\)
3.46
\(\int \frac{\left (-a+b x^{n/2}\right )^{\frac{1-n}{n}} \left (a+b x^{n/2}\right )^{\frac{1-n}{n}} \left (c+d x^n\right )}{x^2} \, dx\)
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