0% found this document useful (0 votes)
17 views9 pages

Bisection+regula Falsi

NA

Uploaded by

nasira9545
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as PDF or read online on Scribd
0% found this document useful (0 votes)
17 views9 pages

Bisection+regula Falsi

NA

Uploaded by

nasira9545
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as PDF or read online on Scribd
You are on page 1/ 9
| Bae Root fioding ae eee nt Finding Apps pacizoa Bly tale. ao ge ae i. _in__clomoin of ~-f St fla) Sn. ee ae tos thes of is Called root of epee ae - - oles eect f(tisa _is -olto (alle of __ a bi mA aoe db: ze. qe ct function a —___— 4 mye Graphically: 4 a eh Adin ch pont See S | geoph of _ sialon aay nee r —. ere aes yi ame thacls p ovidle evact | $0 fitious — white aumen iY od _ moll polyoomin! aad Saas an gee Loltgree ea calvocl bef eupresigns te fi —trawicendestd) fonctions numerical roaelee age ie al 4 fio imrects, nd 4 act olution of fy 9 as iglte clensce —paligaomia ls wk Algebric:_ . 5 I function saved ibs. mmscltip ——$_j—_—__6x__pow2h\. FO) 2 Oso xd pa, vp. dey ee p05 aye coustauts § nig magne pape pobvnpiinly) funchews raveduin fraction of —iV.0. Iving - ae LN cia ~ than one af polls ot ete 4 Functions f © Trigoomety c 4 Gayonse ee fuuxctitec. a eo leponithmic 4 Expunentiad ge fucctian } § Anvene huypeabelic fncctien wil eae a vega Methods __-fov Salving Bloc ties aie | @ Hy penlbo fic at onassglee 1 Pepe tos (ia eee egies evs t 5 These —_methiaols. tive _itesatwe in ated Ls, Tex final < approximate roost +f Ais sot To stayvt iterative. Process uf eee approximation i: Ce Cia at { reaps tem _by uso g ot cadena pt Bul Saks. oximatifnn ie B, al | Leased ) ‘ i F IL ales ; J i , is __repeatect 4h ‘teed _f of —occuiacy is achweved =, ep ry dents cueeertive | « notin ty an exeet yoot | . ————-—-& __4. Bo O-- : ee See ie bode ef ‘suecattive | _ pals canvirges to ot Hes tlevedive metho is NE the envoy bh —_curvent 4 ——} periou —Appronimatious is _test thas || peamissil ey ror, thes wwe! Shap. the prec i wal af Acrwrasy Sta oe or iteterance | La = xen “ eis Xe ae tale hye Oh cer Beater al appres sal _differece ru. __-fumcction yofucs ft Zen0 beyond _cortpin_ Covel sanglst ap Io inal cate —Cemierience Gael Mx }| ££ aps ay ahs Cl ne ee vo desired _v alue) a Hathsigiat: to beara 4 inate ee r sual O70 Ey 21 lle i ste Approximation : sapeeMne NC beset ae wa bs we ute isolator of rani ee | Locating neigh beryhood that contains | ony - s, sot. eet of function { is sketched Graphical approach: — | af intewe ction of Moaxis wa maid 0 ean ; 4 hi oe etext wil kal ai ou rost and Lopiee 2. | down the int eyved _brackotmn zs method: gan ite vel is scequixeal. as a tigne att ent pont tos Sub intervals ie Caerb/a. | Ths elect’ euch interval at ala ch. led for fly — si ae on 4 _| Sipul eich it eB.) a fouls. snes Al a ® Di. ee Wee tinal Hea _evcthdll i ncten must brave of : fixy iter ve 0 Ue @ asure existance =f ves then —_pise cl the inkervol ite ie AR €%: 7 ae | “tln veot Ria hse: lee Ate 5 is one _repended unt as fi. tea beremes equal 5» bese Hose > pam) eaypy a Soe c Cy i Sete Ge. { 5 eae 5 3 f 2} midmint of ialewala ive Sch : bi eet i [en Daan Gee 4byt Fa - oe PE oa tae soi ul da es a ee sie r As CLOT) & e cA ae mani HA o xa afte, k ber otinvs By a Py 2 ay veut Ss t= interep mS ete % Strwig bet dune fram Ate B. doeaty woiutecept of ctv ad shh Gig | y»teptot fhe proces ictill enclisiag oe Equation of fig posing =fexas ofl ay ¥ | y= fia = flbd= flex (ua). | = fsa 5 mh ere =<} fas (eal SNe zu £(b)- fla) = ~fiay (ba) 4 a (Mh) -fe1) £lb)- fa, fe =b tay + a ftey x afl bp) Ss -2f(a3 _| fb) - fe, -of0) - bf) E SS em afi we £0) = flay. ; | Wor ch Spaced? re tL —15-finad —_ itera Tah a fi ay-fb)< ol re w) ee ea aa i Sat. oe + —Fasticy 2 A ete eel oa) Se a ————S

You might also like