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

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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