Q4. Calculus The Logistic function has the form: y L 1 + ek(x-xo) Page 4 of 5
Where L, k and xo are constants. Q4.1 By making use of both input and output arguments, create a function Logisticfn () which calculates the outcome of the Logistic function when: i. L = 1, k = 1; Xo = 1 ii. T = 1, k = 1; Xa = 1 iii. L = 1, k = 1; Xo = 1 In all cases use -3 5X5 3. Plot all three onto the same figure but make sure they are easily distinguishable. (10 marks) Q4.2 On a new figure, and using the function CentredDiff() (the function is already included for you towards the bottom of your answer script), calculate the first order derivative of the three outcomes you generated in Q4.1 using the numerical method. Plot the results for all three curves onto the same axes. (9 marks)
Q4. Calculus The Logistic function has the form: y L 1 + ek(x-xo) Page 4 of 5 Where L, k and xo are constants. Q4.1 By
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Q4. Calculus The Logistic function has the form: y L 1 + ek(x-xo) Page 4 of 5 Where L, k and xo are constants. Q4.1 By
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