Descomposición de una fracción
[src]
asinh(-sqrt(7)/21 + 8*x*sqrt(7)/21)/2
$$\frac{\operatorname{asinh}{\left(\frac{8 \sqrt{7} x}{21} - \frac{\sqrt{7}}{21} \right)}}{2}$$
/ ___ ___\
| \/ 7 8*x*\/ 7 |
asinh|- ----- + ---------|
\ 21 21 /
--------------------------
2
Simplificación general
[src]
/ ___ \
|\/ 7 *(-1 + 8*x)|
asinh|----------------|
\ 21 /
-----------------------
2
$$\frac{\operatorname{asinh}{\left(\frac{\sqrt{7} \left(8 x - 1\right)}{21} \right)}}{2}$$
asinh(sqrt(7)*(-1 + 8*x)/21)/2
Parte trigonométrica
[src]
/ ___ \
|\/ 7 *(-1 + 8*x)|
asinh|----------------|
\ 21 /
-----------------------
2
$$\frac{\operatorname{asinh}{\left(\frac{\sqrt{7} \left(8 x - 1\right)}{21} \right)}}{2}$$
asinh(sqrt(7)*(-1 + 8*x)/21)/2
0.5*asinh((8*x - 1)/((3*sqrt(7))))
0.5*asinh((8*x - 1)/((3*sqrt(7))))
Abrimos la expresión
[src]
/ ___ \
|\/ 7 *(8*x - 1)|
asinh|---------------|
\ 21 /
----------------------
2
$$\frac{\operatorname{asinh}{\left(\frac{\sqrt{7} \left(8 x - 1\right)}{21} \right)}}{2}$$
asinh(sqrt(7)*(8*x - 1)/21)/2
Denominador racional
[src]
/ ___ \
|\/ 7 *(-1 + 8*x)|
asinh|----------------|
\ 21 /
-----------------------
2
$$\frac{\operatorname{asinh}{\left(\frac{\sqrt{7} \left(8 x - 1\right)}{21} \right)}}{2}$$
asinh(sqrt(7)*(-1 + 8*x)/21)/2
/ ___ ___\
| \/ 7 8*x*\/ 7 |
asinh|- ----- + ---------|
\ 21 21 /
--------------------------
2
$$\frac{\operatorname{asinh}{\left(\frac{8 \sqrt{7} x}{21} - \frac{\sqrt{7}}{21} \right)}}{2}$$
asinh(-sqrt(7)/21 + 8*x*sqrt(7)/21)/2
/ ___ \
|\/ 7 *(-1 + 8*x)|
asinh|----------------|
\ 21 /
-----------------------
2
$$\frac{\operatorname{asinh}{\left(\frac{\sqrt{7} \left(8 x - 1\right)}{21} \right)}}{2}$$
/ ___ / 1 8*x\\
asinh|\/ 7 *|- -- + ---||
\ \ 21 21//
-------------------------
2
$$\frac{\operatorname{asinh}{\left(\sqrt{7} \left(\frac{8 x}{21} - \frac{1}{21}\right) \right)}}{2}$$
asinh(sqrt(7)*(-1/21 + 8*x/21))/2
/ ___ ___\
| \/ 7 8*x*\/ 7 |
asinh|- ----- + ---------|
\ 21 21 /
--------------------------
2
$$\frac{\operatorname{asinh}{\left(\frac{8 \sqrt{7} x}{21} - \frac{\sqrt{7}}{21} \right)}}{2}$$
asinh(-sqrt(7)/21 + 8*x*sqrt(7)/21)/2
Unión de expresiones racionales
[src]
/ ___ \
|\/ 7 *(-1 + 8*x)|
asinh|----------------|
\ 21 /
-----------------------
2
$$\frac{\operatorname{asinh}{\left(\frac{\sqrt{7} \left(8 x - 1\right)}{21} \right)}}{2}$$
asinh(sqrt(7)*(-1 + 8*x)/21)/2