Data Stuctare Useug Cc Unit-2 , alee Stack + (Won Pemrtve Limeay Dada Stoucttre) A stack 18 om ordlesedl grouh Ciist) oP homogeneous elements Adlon of nets element amd Deletion of excigtme element are clone fem only one evrd called “Tob of the stack. ‘The rem last abled will be the Pirst to be removed. Prom the dace. A stack t¢ alto called 82.5 Plater placeol on the counter oP oafeterca 7 Disks on a feg. — Books on a table. one over other = A stock of neatly Ploleal shits. Basic Ons on Stack * © Pash * the recess of adoling mero element to the dep of etack is alle Push operetion. @ Po: the preceas, of oleletiny aun element Prem top oF the stack ts called Pob operation Overfless 2 UnolerPlows 1m Stack ! — Tha (8 the Setuatim when the stack becomes full and ne mame elements aan be busheal on Yo the stack. AL thir pomt the Yb 6 brent ot the highest beaten of Stack,= ees tohen the-etace eign no element anol yeu wwomt to perfiom a Ab ebesatian, @ wmdlrpleco ects. The teb is bresent af some nan valid pasetion , xebresentiny the embty stack, “eb this refers ta the to oP the etace JL ts tuted to Check. the everPlos amd dmderPloo. Initially tobsfaie-| (ManKsIZe te use thin term to vefer to the ‘mascrmum Size OP the stack. In array tmblementation oP stack, mAxeize vefre Yo ize of arey . Arey Smblementesion of Stace Here the stack 19 sepreser neal treush om areap. Ome u9ay to Implement otack 1g fo. have awpdbla stoucture there a vastable called tob tc cred to keeb the location of elements im the Hack, B4 } A Stace toith Selemende A Pell efrawe a 2 dofe= 4 do-=Maysize- } BSPosh operation fi Algeot thm ~Plith steak, stze , dep, lem) Sack (¢ meas array of Sze SIZE bop ts top of the stack. Hem 12 value to be aadloleal. {. Coheck overPloc) uf (deb== s1ze-|) bemt over Plow and eset A deb= ep! 8 Stace [4eb] = er 4. Step C- Implementation, Vow push (mt a) [ “ap Gleb == crnysize-)) | [* gomatpceverties),. | " coxit (6) ele ; ; dep = feb +1,- | Stackedob T= Hey, fe es me 2Bb_eperadion : Algeerttim Bb Cotocte, eb, fem) kb Li: Cohece Onolerfleio) 9 Lkb== © pad Cy Onde. 3 te), 2 5 Gleb 21 udem= atack eb) Seb 8° fop= te —/ skp Stop ect Orla of ae werol dshlayC)- g mt uy. AP (seb==-1) mt? (elacke : a PC ck 1s empty”), © Parl d= -. ae 3 La gs wool Rb Cet a t Sint tem ,. up (iep=="0) pond a OmalenP ios) $ a e a spomie” Hern bespeal = ‘ tol’ wtem i evcit Ce), . i Heme pele, no e @ ay ),.C Bossom te tmblement stack. Using Array = (neludle < stole, h> at Imeludle £ covue.hy He defne marsize fp mt “deb = ly int stacteEmaxcize],, Wet push (mb a) iE Co 9P Cdepa= magize-() bom “stack Overflow , else ; rey, Stoek Cob] = a. 3 mt bb) 58 [ Int demmp,. Kiko J bom “tack amolereles) | elke. | i; deorp= stack teh), a | - 3 | detum Citemp)), FVet olisblayl e (md dy dt Cep== -1) anc Cahe ently, as BtEC \n The contends of atace aoe), Per (= debs L7 = t-—) prt] Cn \t tol’, stack), z ai \sel main) 2 @ mt J, ch, data, 5s do E pent (min). buts C1. Path), ‘pede (2. RpY),» bude ("S-cluplay"),, Ads ("4 exit), — sbeets (“onder Your choice ; D;, soomp "fol \ seh ),, sisttzh (eh) core | }uote (“enter element Hou seomP C” fuol'y dada), bush (olata),, alublay C),, break,. ane 3! loom do push”), Hest Rta element = fa!’ bob’) obsplay C),, break, absplay C),0 E Eye exert (2),. default : Ce : ae 4s brent PC" tea hatte emberedl easong chatce 2 [/ enol of sertel, 3 while C1)» (eesl ef alo loop -goteh(, 3 fl enol of mom,Latte! hist mblementation of eface —> Another way to umblement etace com be corth the helb of limveol fist, while implementing bertseol Lied —tr Stack Laing limxeol list Wwe need 46 make cure tay: basic pespertrer of stack «¢ met Varlated s.e Imsertim amd odleletm do be done at ave. end only, As the imsestton 2 deletion com be oloro ar- the. beginming or at the enol oP a dmeed list, be con Implement ack Using amy oP the too. But te iP. le, inseat [olelote. at the beginning ef dnted let, the time complescit, till be OC) as @mbaredl fo the @4 then Wwe perfrrm Imserten (deletion at the endl. S im 6% oaliscreston use cotl! implement tach Using tmkeol list omel peofarm (rsertion and deletion at the begimme, C_tmblementakin af atace’ Gary level hast #imaltole & moludex amie. hy : stouct efacw Ge define tock */ (md (nfs ,. Sect stool. ¥next:, 3 ¥teb = Noy fevere push Cimt Her?) f: ghuct ack *S,, oe S= (shuct stack #) enallee (exces), 4(2> | & g_y1nfo =tHem,. | Sp next = toby. 4 HES ele : putsC “om net crease nets reole"), getehC) ,» eS cxit(e)e de, - es A cP ; umt te Cie aa 2 pads” undesple™),. | ae Sc i! ele | ® stouct efack pte 50 bO= dob, Heme fop-7 (Nf 50 uep=, top—y next, Foee(sbtr Dy | a, etm Giem), . eSVewl olusblay (> tomb = top y [ E stout Stack xemby, | | bante (ln The efack nae ¢ ww), chomp C7 deh), | tohile Ctemb > | l" bunt C—-y 1-01", demb->mfe,» 4 tomb= temb—rneoct,, at dont (7 -ynuit\n"), a nagye oi int ttem, ch, x, dada, choice ,, do 2 pede (Ws Aach”),, pads 2. Fab"), eds (iin eed “bude (“lon enter pour choice), sonP-C' td", 2ch),, _ Stoiteh Ch) é coxa: ont? 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