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2*sin(x)+ln(x-1)=0 la ecuación

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Solución numérica:

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Solución

Ha introducido [src]
2*sin(x) + log(x - 1) = 0
$$\log{\left(x - 1 \right)} + 2 \sin{\left(x \right)} = 0$$
Gráfica
Respuesta numérica [src]
x1 = -27.4963391595293 - 1.51628057525699*i
x2 = -58.8074982520274 - 1.62932061481901*i
x3 = -21.2529611532385 - 1.47830854594975*i
x4 = -21.2529611532385 + 1.47830854594974*i
x5 = -27.4963391595293 + 1.51628057525699*i
x6 = -77.6235448853715 - 1.67029828497219*i
x7 = -83.8977839967499 + 1.68169791587702*i
x8 = -65.0781669712197 + 1.6443189354535*i
x9 = -46.2720841650787 + 1.59370007959937*i
x10 = -40.0086126845909 + 1.57204057942606*i
x11 = -46.2720841650787 - 1.59370007959937*i
x12 = -71.3502719268104 - 1.65789939445855*i
x13 = -83.8977839967499 - 1.68169791587702*i
x14 = 3.6507202821323
x15 = -33.7493873547227 + 1.54670906530898*i
x16 = -52.5386319029212 + 1.61259066918836*i
x17 = -71.3502719268104 + 1.65789939445855*i
x18 = -90.1728339029061 - 1.69224183488731*i
x19 = 5.44184774794936
x20 = -2.75610211187425 + 1.2096896434036*i
x21 = -33.7493873547227 - 1.54670906530898*i
x22 = -8.83558013417158 + 1.35388441918344*i
x23 = -40.0086126845909 - 1.57204057942606*i
x24 = -15.0264836913557 + 1.42802497193302*i
x25 = -15.0264836913557 - 1.42802497193302*i
x26 = -8.83558013417158 - 1.35388441918344*i
x27 = -102.724903176696 - 1.71120107863183*i
x28 = -58.8074982520274 + 1.62932061481901*i
x29 = -52.5386319029212 - 1.61259066918836*i
x30 = -96.4485727091046 + 1.70204504681708*i
x31 = -96.4485727091046 - 1.70204504681708*i
x31 = -96.4485727091046 - 1.70204504681708*i