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In this chapter you learned that an exponential growth function ƒ(x) increases without bound as x increases. On the other hand, the logistic growth function y = has y =c as an upper bound. Logistic growth functions are used to model real-life quantities whose growth levels off because the rate of growth changes—from an increasing growth rate ...

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Algebra B: Exponential Decay Functions Notes & Worksheet Name: _____ Exponential Decay Model: y = C(1 - r)t C = initial amount r = decay rate (percent as a decimal) t = time (1 - r) = decay factor Write an exponential growth model for the situation. For # 3, write a model and solve. 1.