Se crescimento de uma população com o passar do tempo ([math]t[/math]) tem uma relação linear com o número atual de indivíduos ([math]N[/math]) então podemos modelar o tamanho da população com uma equação diferencial.[br][br]O gráfico abaixo mostra o crescimento de uma população que se comporta desta maneira. É possível alterar o número inicial de indivíduos ([math]N_0[/math]) e a constante de proporcionalidade ([math]r[/math]). Também é possível obter o número de indivíduos em qualquer instante de tempo arrastando o [math]X[/math] que sobrepõe a curva.
QUESTÃO 01:
Dos elementos que foram apresentadas no Applet, alguns apresentam uma importante relação que determina a equação que modela o problema de acordo com o texto apresentado anteriormente. Quais são estes elementos?
QUESTÃO 02:
Qual equação modela o problema apresentado?
QUESTÃO 03:
Selecione todas as respostas corretas sobre como a equação que modela o comportamento da população pode ser classificada.
QUESTÃO 04:
De acordo com a resposta anterior, qual metodologia é mais adequada para obter a solução exata da equação?
QUESTÃO 05:
Qual a solução da equação?
QUESTÃO 06:
Qual o valor que deve ser adotado para a constante de proporcionalidade [math]r[/math] para população dobrar em uma unidade de tempo?
QUESTÃO 07:
Se a constante de proporcionalidade [math]r[/math] vale 2, qual o tempo necessário para que o número de indivíduos triplique?
A tabela a seguir apresenta 7 colunas de dados que foram obtidos a partir de equações matemáticas. Apenas as colunas E, e F explicitam a equação usada.[br][br][img]data:image/png;base64,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[/img][br][br]É possível visualizar os dados da tabela através do gráfico abaixo[br][br][img]data:image/png;base64,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[/img][br][br]
QUESTÃO 08:
A partir dos dados disponibilizados, qual ou quais colunas não apresentam o comportamento de um crescimento populacional estudado nesta atividade?
QUESTÃO 09:
Qual o valor aproximado de r para as colunas A, B, C e D respectivamente?