Simplificación general
[src]
-log(x - a) + log(a + x)
------------------------
2*a
$$\frac{- \log{\left(- a + x \right)} + \log{\left(a + x \right)}}{2 a}$$
(-log(x - a) + log(a + x))/(2*a)
0.5*log(x + a)/a - 0.5*log(x - a)/a
0.5*log(x + a)/a - 0.5*log(x - a)/a
Denominador racional
[src]
-log(x - a) + log(a + x)
------------------------
2*a
$$\frac{- \log{\left(- a + x \right)} + \log{\left(a + x \right)}}{2 a}$$
(-log(x - a) + log(a + x))/(2*a)
-(-log(a + x) + log(x - a))
----------------------------
2*a
$$- \frac{\log{\left(- a + x \right)} - \log{\left(a + x \right)}}{2 a}$$
-(-log(a + x) + log(x - a))/(2*a)
Unión de expresiones racionales
[src]
-log(x - a) + log(a + x)
------------------------
2*a
$$\frac{- \log{\left(- a + x \right)} + \log{\left(a + x \right)}}{2 a}$$
(-log(x - a) + log(a + x))/(2*a)
Compilar la expresión
[src]
log(x + a) log(x - a)
---------- - ----------
2 2
-----------------------
a
$$\frac{- \frac{\log{\left(- a + x \right)}}{2} + \frac{\log{\left(a + x \right)}}{2}}{a}$$
(log(x + a)/2 - log(x - a)/2)/a
-(-log(a + x) + log(x - a))
----------------------------
2*a
$$- \frac{\log{\left(- a + x \right)} - \log{\left(a + x \right)}}{2 a}$$
-(-log(a + x) + log(x - a))/(2*a)