Mathematics, 08.06.2021 02:10 carcon2019

Suponga que una población de conejos se comporta de acuerdo con el modelo de crecimiento logístico n(t)=300/(0,05+(300/n0-0,05)*e^-0,5 5t

donde n0 es la población inicial de conejos

a) si la población inicial es 50 conejos, ¿cuál será la población después de 12 años?
b) dibuje las graficas de la función n(t) para n0 = 50, 500, 2000, 8000 y 12000 en el rectangulo de visión (0, 15) por (0, 12000)
c) de las gráficas del inciso b) observe que, sin importar la población inicial, la población de conejos al parecer se aproxima a cierto número conforme el tiempo avanza. ¿cuál es ese número? (Este es el número de conejos que puede soportar la isla)

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Suponga que una población de conejos se comporta de acuerdo con el modelo de crecimiento logístico...