Category:Primitive of Exponential of a x by Hyperbolic Sine of b x
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This category contains pages concerning Primitive of Exponential of a x by Hyperbolic Sine of b x:
Exponential Form
- $\ds \int e^{a x} \sinh b x \rd x = \frac {e^{a x} } 2 \paren {\frac {e^{b x} } {a + b} - \frac {e^{-b x} } {a - b} } + C$
for $a^2 \ne b^2$.
Hyperbolic Form
- $\ds \int e^{a x} \sinh b x \rd x = \frac {e^{a x} \paren {a \sinh b x - b \cosh b x} } {a^2 - b^2} + C$
for $a^2 \ne b^2$.
Pages in category "Primitive of Exponential of a x by Hyperbolic Sine of b x"
The following 3 pages are in this category, out of 3 total.