Logistic Models with Differential Equations Practice Test

The population approaches $320$ as $t$ increases, and growth stops at $320$.

The population approaches $800$ as $t$ increases, and growth slows near $800$.

The population approaches $0.4$ as $t$ increases, and growth slows near $0.4$.

The population increases without bound as $t$ increases, since the rate is proportional to $y$.

The population approaches $0$ as $t$ increases, and growth slows near $0$.