sinx+lnx=0 la ecuación

El profesor se sorprenderá mucho al ver tu solución correcta😉

Ha introducido [src]

sin(x) + log(x) = 0

$$\log{\left(x \right)} + \sin{\left(x \right)} = 0$$

Simplificar

Gráfica

Trazar el gráfico f1(x)

Trazar el gráfico f2(x)

Respuesta numérica [src]

x1 = -46.2417871716886 - 2.2857250793632*i

x2 = -14.9876008980888 - 2.09359388673463*i

x3 = -52.5095197997958 + 2.30615567145025*i

x4 = 4.5273364744279 + 1.01537189923899*i

x5 = -8.79668196681516 + 1.99471097630179*i

x6 = -21.2159806535544 - 2.15509284766772*i

x7 = -96.4248838036793 + 2.40058108110471*i

x8 = -27.4613465779156 - 2.19941452256177*i

x9 = -21.2159806535544 + 2.15509284766772*i

x10 = -14.9876008980888 + 2.09359388673463*i

x11 = -83.872905709898 + 2.37938518292046*i

x12 = -27.4613465779156 + 2.19941452256177*i

x13 = -108.979066899396 + 2.41895428425377*i

x14 = -2.73425205131939 + 1.75340431401319*i

x15 = -52.5095197997958 - 2.30615567145025*i

x16 = -77.5979866283527 - 2.36744570694307*i

x17 = -58.7794308397835 + 2.32408599917695*i

x18 = -46.2417871716886 + 2.2857250793632*i

x19 = -65.0510279598453 - 2.34004241395009*i

x20 = -65.0510279598453 + 2.34004241395009*i

x21 = -8.79668196681516 - 1.99471097630179*i

x22 = 4.5273364744279 - 1.01537189923899*i

x23 = -33.7161796917033 + 2.23389982640174*i

x24 = -33.7161796917033 - 2.23389982640174*i

x25 = -90.1485760280085 - 2.39038650997683*i

x26 = -2.73425205131939 - 1.75340431401319*i

x27 = -71.3239641942119 - 2.35440241092918*i

x28 = -71.3239641942119 + 2.35440241092918*i

x29 = -77.5979866283527 + 2.36744570694307*i

x30 = -96.4248838036793 - 2.40058108110471*i

x30 = -96.4248838036793 - 2.40058108110471*i