Estado de Berlín (Circuncentro)

Para un proyecto estudiantil, en el estado de Berlín, se instalaron tres torres de radio ubicadas en los puntos [b]A, B[/b] y[b] C[/b], como se muestra en la imagen. Las torres emiten señales de radio en forma circular, con un alcance de 1 km cada una. Se desea ubicar una estación de radio móvil en un punto[b] X[/b] de tal manera que pueda recibir las señales de las tres torres con la misma intensidad.[br][br]Las coordenadas de los puntos [b]A, B, C[/b] y los sitios del estado de Berlín que se menciona a continuación:[br][br][b][i]A(-88,0)[/i][/b]; Monbijouplatz[br][b][i]B(35,-4)[/i][/b]; Alexanderpl/Memhardstr.[br][b][i]C(15,-107)[/i][/b]; Alte Münze[br][br]A partir de lo anterior determinar:[br][img]data:image/png;base64,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[/img]
[b]Escribir [/b]las coordenadas del punto medio [b]AB[/b]
[b]Escribir [/b]las coordenadas del punto medio [b]BC[/b]
[b]Escribir [/b]las coordenadas del punto medio [b]AC[/b]
[b]Escribir [/b]las coordenadas del Circuncentro y el sitio donde se encuentra
Fermer

Information: Estado de Berlín (Circuncentro)