QUESTION 9 Question 4 (Answer Questions 4.1 4.2 based on this Question) Consider the Logistic Difference Equation: P = P + (0.8 -0.00002 PP, and the general formula which is given by the equation: n+1 11 P = P + TP (M-P). n+1 Attach File Browse Local Files Browse Content Collection QUESTION 10 Question 4.1 The value of r is equal to: O a. 0.00002 O b. None O c. 0.00002 0.8 O d. 0.8 0.00002 QUESTION 11 Question 4.2 The equilibria are: O a. 0 and 40,000 O b.0 and 50,000 Oc0 and 100,000 O d. None
QUESTION 9 Question 4 (Answer Questions 4.1 4.2 based on this Question) Consider the Logistic Difference Equation: P = P + (0.8 -0.00002 PP, and the general formula which is given by the equation: n+1 11 P = P + TP (M-P). n+1 Attach File Browse Local Files Browse Content Collection QUESTION 10 Question 4.1 The value of r is equal to: O a. 0.00002 O b. None O c. 0.00002 0.8 O d. 0.8 0.00002 QUESTION 11 Question 4.2 The equilibria are: O a. 0 and 40,000 O b.0 and 50,000 Oc0 and 100,000 O d. None
Chapter6: Exponential And Logarithmic Functions
Section6.8: Fitting Exponential Models To Data
Problem 56SE: Recall that the general form of a logistic equation for a population is given by P(t)=c1+aebt , such...
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