Secant method Activating prior knowledge, Assignments of Numerical Methods in Engineering

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TOMAR] MORALES BSEE3 AETIVATING PRIOR KMOWLEDGE 4. Ip fle)ie a real continous Function i a,b), and f(a) flo) Zo, then por flx)=6, phere 1s (are). in the domath [a,b] ‘ Anewer: D atheart one root Z. Assuming an inital brackel of [1,5], the second (a4 the end oF 2 jteratront) rfaative yale of the reat oF te t-p.4-0 yong the bisection method 1s 9 f li)= te -03 fls)=56°-03 2 -6.2663 f(q)e 16°03 = 0.0074 @ Ist - 149 236" m= 212 23 fla) 36-03 = 006 ; f (3) 5 @ 2nd me ig 22 The answer és letler © we yalue of the root OF x4 = 6 using secaM{ yeses are 3 and 4 fs x4 0 3. The next tera method, 1p the initial 4 Yor 3 fl %o)-5 ye 4 fh) el? fon) aX). (19 ( 4-3) Yes Yr og — f (4) -f 00) 12-5 N= 72-2657 Therefore the anewer [s leher A