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(15^-2+x+x^2)^sqrtx-4=1 la ecuación

El profesor se sorprenderá mucho al ver tu solución correcta😉

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Solución numérica:

Buscar la solución numérica en el intervalo [, ]

Solución

Ha introducido [src]
                                ___        
                              \/ x         
/                           2\             
\0.00444444444444444 + x + x /      - 4 = 1
$$\left(x^{2} + \left(x + 0.00444444444444444\right)\right)^{\sqrt{x}} - 4 = 1$$
Gráfica
Suma y producto de raíces [src]
suma
0
$$0$$
=
0
$$0$$
producto
1
$$1$$
=
1
$$1$$
1
Respuesta numérica [src]
x1 = -75.995492369678 + 2.2140376705911*i
x2 = -37.2251242077802 + 1.74410714281953*i
x3 = -13.4874147917482 - 1.27362069696409*i
x4 = -93.9458578160039 + 2.38241174481588*i
x5 = -1.50535728199418 + 0.596798822935127*i
x6 = -4.72681970849725 + 0.947685710775588*i
x7 = -18.7209768456346 - 1.40484379851338*i
x8 = -44.2336146055068 + 1.84538106537297*i
x9 = -8.79454987300485 - 1.12620454227576*i
x10 = -13.4874147917482 + 1.27362069696409*i
x11 = -51.6289867374704 + 1.94245649489772*i
x12 = 1.49413223973092
x13 = -37.2251242077802 - 1.74410714281953*i
x14 = -18.7209768456346 + 1.40484379851338*i
x15 = -30.6214276191726 - 1.63780051276784*i
x16 = -84.8063904997085 - 2.29930582171094*i
x17 = -59.3961338228673 + 2.03595518103564*i
x18 = -93.9458578160039 - 2.38241174481588*i
x19 = -67.5220757132155 + 2.12635603405736*i
x20 = -67.5220757132155 - 2.12635603405736*i
x21 = -30.6214276191726 + 1.63780051276784*i
x22 = -24.4442799708284 - 1.52529239330851*i
x23 = -8.79454987300485 + 1.12620454227576*i
x24 = -75.995492369678 - 2.2140376705911*i
x25 = -103.405877183818 - 2.46356502251478*i
x25 = -103.405877183818 - 2.46356502251478*i