Question: Problem is shown in the screenshot You are called to numerically approximate the integrals m fronds: [11] f max. Remark: When you can apply two

Problem is shown in the screenshot

Problem is shown in the screenshot You are called to numerically approximate

You are called to numerically approximate the integrals m fronds: [11] f\" max. Remark: When you can apply two or more methodsl you have to use the more accurate one. I If you solve by hand: (3] Use m = 4 panels to approximate the real value of the integrals for the function f (1\") == ea: _ 3-3:. [h] Let r) he a function such that SUP lf'($)la EmP |f(2)(-'3)la S\"1P lfmlla EmP lfmll \"(0,3) 340:3) :EEUJB) :EEULS) are hounded by 1 andthat you want to numerically approximate the integrals of Case [i] and Case [ii]. For the respective numerical integration methods you used in Part [a]: - Give an estimation of the error for the Case [i] and Case [ii]. 3 How many panels are required if you need to improve [compare with m = 4] the accuracy of your approximation by 256{= 23) times: e: have the 1f25th of the error for case m = 4'? Separate answers for the Case [i] and Case [ii] are expected

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