Choice A is the correct answer. Compare the two growth models.

1. Exponential: $y = ab^x$ grows without bound (no limit).
2. Logistic: $y = \frac{K}{1 + Ae^{-rt}}$ approaches carrying capacity $K$.
3. Key difference: Logistic has a maximum (realistic for populations), exponential doesn't.

💡 Strategic Tip: Exponential = unlimited growth. Logistic = limited by resources.

Choice B is incorrect because exponential growth never levels off. Choice C is incorrect because logistic starts slow, speeds up, then slows. Choice D is incorrect because their long-term behaviors differ completely.