Simplificación general
[src]
___ / -4 + x \
\/ 5 *asinh|---------|
\2*|1 + x|/
----------------------
5
$$\frac{\sqrt{5} \operatorname{asinh}{\left(\frac{x - 4}{2 \left|{x + 1}\right|} \right)}}{5}$$
sqrt(5)*asinh((-4 + x)/(2*|1 + x|))/5
Descomposición de una fracción
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sqrt(5)*asinh(-2/|x + 1| + x/(2*|x + 1|))/5
$$\frac{\sqrt{5} \operatorname{asinh}{\left(\frac{x}{2 \left|{x + 1}\right|} - \frac{2}{\left|{x + 1}\right|} \right)}}{5}$$
___ / 2 x \
\/ 5 *asinh|- ------- + ---------|
\ |x + 1| 2*|x + 1|/
----------------------------------
5
0.447213595499958*asinh(x/((2*|x + 1|)) - 2/|x + 1|)
0.447213595499958*asinh(x/((2*|x + 1|)) - 2/|x + 1|)
___ / 2 x \
\/ 5 *asinh|- ------- + ---------|
\ |1 + x| 2*|1 + x|/
----------------------------------
5
$$\frac{\sqrt{5} \operatorname{asinh}{\left(\frac{x}{2 \left|{x + 1}\right|} - \frac{2}{\left|{x + 1}\right|} \right)}}{5}$$
sqrt(5)*asinh(-2/|1 + x| + x/(2*|1 + x|))/5
Abrimos la expresión
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___
\/ 5 / 2 x \
-----*asinh|- ------- + ---------|
5 \ |x + 1| 2*|x + 1|/
$$\frac{\sqrt{5}}{5} \operatorname{asinh}{\left(\frac{x}{2 \left|{x + 1}\right|} - \frac{2}{\left|{x + 1}\right|} \right)}$$
(sqrt(5)/5)*asinh(-2/|x + 1| + x/(2*|x + 1|))
Denominador racional
[src]
___ / -4 + x \
\/ 5 *asinh|---------|
\2*|1 + x|/
----------------------
5
$$\frac{\sqrt{5} \operatorname{asinh}{\left(\frac{x - 4}{2 \left|{x + 1}\right|} \right)}}{5}$$
sqrt(5)*asinh((-4 + x)/(2*|1 + x|))/5
Parte trigonométrica
[src]
___ / 2 x \
\/ 5 *asinh|- ------- + ---------|
\ |1 + x| 2*|1 + x|/
----------------------------------
5
$$\frac{\sqrt{5} \operatorname{asinh}{\left(\frac{x}{2 \left|{x + 1}\right|} - \frac{2}{\left|{x + 1}\right|} \right)}}{5}$$
sqrt(5)*asinh(-2/|1 + x| + x/(2*|1 + x|))/5
Unión de expresiones racionales
[src]
___ / -4 + x \
\/ 5 *asinh|---------|
\2*|1 + x|/
----------------------
5
$$\frac{\sqrt{5} \operatorname{asinh}{\left(\frac{x - 4}{2 \left|{x + 1}\right|} \right)}}{5}$$
sqrt(5)*asinh((-4 + x)/(2*|1 + x|))/5
___ / 2 x \
\/ 5 *asinh|- ------- + ---------|
\ |1 + x| 2*|1 + x|/
----------------------------------
5
$$\frac{\sqrt{5} \operatorname{asinh}{\left(\frac{x}{2 \left|{x + 1}\right|} - \frac{2}{\left|{x + 1}\right|} \right)}}{5}$$
sqrt(5)*asinh(-2/|1 + x| + x/(2*|1 + x|))/5
Compilar la expresión
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___ / x 2 \
\/ 5 *asinh|--------- - -------|
\2*|x + 1| |x + 1|/
--------------------------------
5
$$\frac{\sqrt{5} \operatorname{asinh}{\left(\frac{x}{2 \left|{x + 1}\right|} - \frac{2}{\left|{x + 1}\right|} \right)}}{5}$$
sqrt(5)*asinh(x/((2*|x + 1|)) - 2/|x + 1|)/5
___ / 2 x \
\/ 5 *asinh|- ------- + ---------|
\ |1 + x| 2*|1 + x|/
----------------------------------
5
$$\frac{\sqrt{5} \operatorname{asinh}{\left(\frac{x}{2 \left|{x + 1}\right|} - \frac{2}{\left|{x + 1}\right|} \right)}}{5}$$
sqrt(5)*asinh(-2/|1 + x| + x/(2*|1 + x|))/5