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Max x2 _ 2xs.t3<x<3for the final interval of uncertainty having a length less than (0.9/1.0); & (stopping tolerance) 0.9Find the iteration numberb. Find t...

Question

Max x2 _ 2xs.t3<x<3for the final interval of uncertainty having a length less than (0.9/1.0); & (stopping tolerance) 0.9Find the iteration numberb. Find the solution using Golden Section Search method: c Find the actual optimal point using analytic method (erivatives) (30 points)

max x2 _ 2x s.t 3<x<3 for the final interval of uncertainty having a length less than (0.9/1.0); & (stopping tolerance) 0.9 Find the iteration number b. Find the solution using Golden Section Search method: c Find the actual optimal point using analytic method (erivatives) (30 points)



Answers

Find a good bound for the maximum value of the given expression, given that $c$ is in the stated interval. Answers may vary depending on the technique used. $$\left|e^{2 c}+e^{-2 c}\right| ;[0,3]$$


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