Assuming that A,k, and L are positive constants, verify thatthe graph of y = L/(1 +
Chapter 4, Problem 71(choose chapter or problem)
Assuming that \(A, k, \text { and } L\) are positive constants, verify that the graph of \(y=L /\left(1+A e^{-k t}\right)\) has an inflection point at \(\left(\frac{1}{k} \ln A, \frac{1}{2} L\right)\).
Equation Transcription:
and
Text Transcription:
A, k, and L
y = L /(1+Ae^-kt)
(frac{1}{k} ln A, frac{1}{2} L)
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