AP Calculus ABmediummcq1 pt
The logistic differential equation dP/dt = kP(1 - P/M) models:
A.Exponential growth without limit
B.Growth that slows as the population approaches a carrying capacity M
C.Linear growth
D.Oscillating populations
The logistic model describes population growth that starts exponentially but slows as it approaches the carrying capacity M. At P = M, growth stops.
BGrowth that slows as the population approaches a carrying capacity M
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