1. um grupo de veados é colocado numa ilha onde até então não existia qualquer veado. admita que a população de veados, na ilha, cresce de modo com a seguinte lei: [tex]n(t)=rac{200}{1+e^{-0.12t} }[/tex] 1.1. quantos veados estavam na ilha inicialmente? 1.2. quantos veados haverá na ilha decorridos 7 anos? 1.3. quantos anos terão de decorrer até que o número de veados seja 50?

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Mathematics, 05.07.2019 18:30 corbinwilliams

1. um grupo de veados é colocado numa ilha onde até então não existia qualquer veado.
admita que a população de veados, na ilha, cresce de modo com a seguinte lei:
$n(t)=\frac{200}{1+e^{-0.12t} }$
1.1. quantos veados estavam na ilha inicialmente?
1.2. quantos veados haverá na ilha decorridos 7 anos?
1.3. quantos anos terão de decorrer até que o número de veados seja 50?

Answers: 1

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1. um grupo de veados é colocado numa ilha onde até então não existia qualquer veado.
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