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ln2*e^x=0 la ecuación

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Solución numérica:

Buscar la solución numérica en el intervalo [, ]

Solución

Ha introducido [src]
   x         
log (2*E) = 0
$$\log{\left(2 e \right)}^{x} = 0$$
Gráfica
Suma y producto de raíces [src]
suma
0
$$0$$
=
0
$$0$$
producto
1
$$1$$
=
1
$$1$$
1
Respuesta numérica [src]
x1 = -79.7686292260097
x2 = -77.7686292260097
x3 = -63.7686292260097
x4 = -73.7686292260097
x5 = -55.7686292260097
x6 = -89.7686292260097
x7 = -113.76862922601
x8 = -53.7686292260097
x9 = -105.76862922601
x10 = -119.76862922601
x11 = -131.76862922601
x12 = -57.7686292260097
x13 = -93.7686292260097
x14 = -91.7686292260097
x15 = -121.76862922601
x16 = -117.76862922601
x17 = -75.7686292260097
x18 = -135.76862922601
x19 = -97.7686292260097
x20 = -59.7686292260097
x21 = -127.76862922601
x22 = -129.76862922601
x23 = -65.7686292260097
x24 = -67.7686292260097
x25 = -109.76862922601
x26 = -107.76862922601
x27 = -125.76862922601
x28 = -87.7686292260097
x29 = -115.76862922601
x30 = -103.76862922601
x31 = -133.76862922601
x32 = -123.76862922601
x33 = -83.7686292260097
x34 = -71.7686292260097
x35 = -81.7686292260097
x36 = -111.76862922601
x37 = -139.76862922601
x38 = -69.7686292260097
x39 = -99.7686292260097
x40 = -61.7686292260097
x41 = -95.7686292260097
x42 = -137.76862922601
x43 = -101.76862922601
x44 = -85.7686292260097
x44 = -85.7686292260097