Which model would best describe the population of a city if it increases in size by a factor of two every 29 years?

A)doubling time growth model

B) learning curve model

C) logistic curve model

D) half-life decay model

Doubling time growth model can be defined as the total or overall number of time it takes for a specific quantity to increase by doubling in value or size at a constant growth rate.

Mathematically, the doubling time growth model is given by the rule of 70;

[tex]dt = \frac{70}{r}[/tex]

Where,

dt represents the doubling time.

r is the growth rate.

Hence, a doubling time growth model would best describe the population of a city if it increases in size by a factor of two every 29 years. The doubling time growth model is typically used to study or model the human population growth.

Which model would best describe the population of a city if it increases in size by a factor of two every 29 years? A)doubling time growth model B) learning curve model C) logistic curve model D) half-life decay model

Respuesta :

Otras preguntas

Which model would best describe the population of a city if it increases in size by a factor of two every 29 years?

A)doubling time growth model

B) learning curve model

C) logistic curve model

D) half-life decay model