Advanced design technique providing all kinds of support with homework for statistics disciplines

Advanced design technique providing all kinds of support with homework for statistics disciplines

Attention, if part A doesn’t make sense then please tell me… As for Part B, PLEASE MAKE SURE YOU CAN DO EVERYTHING before sending a Handshake… let’s not waste our times here shall we? I’ve been cheated and burned here more than once!

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So please ensure you KNOW that you will have no slip-ups for the question.

 

 

 

PART A: Set up an objective function for your design project and identify the constraints involved. Prepare a presentation slide and a short write-up.

PART B: Minimize f(x) = x sin x

Check what happens if x = 1.0769 at any point during the search.

1) Find the solution using Newton’s method.

Start from the initial bound points x0 = -0.5 & x=1.5

Decide when x* has converged, note the number of function iterations & function evaluations.

Count each calculation f, f’ or f” as one function evaluation.

2) Find the solution using Golden Section method.

Start from initial bound points xL= -0.5 and xU = 1.5

Decide when x* has converged, note the number of function iterations & function evaluations.

Count each calculation f, f’ or f” as one function evaluation.

 

 

3) Compare the number of iterations & function evaluations required by Newton’s method to the number required by the Golden Section.

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