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About prof
- Ημ. Γέννησης Απρίλιος 14
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Φήμη
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re peite pio sigkekrimena... i vasi itan 16572 nomizw.. poso 8a paei dld kata prosegisi??? dn exei k kales sxoles gmt ektos 8esnikis
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re pedia an kserei enas as pou pei ta oikonomika poso 8a pane ( panepistimia st 8esniki ) peripou esto plz..
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re pedes lete na anevun oi vaseis st oikomiko sto aristotelio st 8esniki???? :(
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me2.... apla an dn piaso to makedonias dn 8a m xalousme k tou aristoteliou.. u2 k s sena kala apotelesmata n doume oti perimenume.! ante k t noemvri 8a s dw st sxoli :p:)
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Sosto einai uparxei autoleksi s panepistimiako vivlio sxetika m tn mikrooikonomia.. Oikonomika stoxeveis?
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hmmm caramela tora p eipes 4a dn fantazese ti ekana kai einai sosto os epistimonika tekmiriomeno upraxei se panepistimiako vivlio k antapkrinete k sti logiki.. dn m perase ap t mialo na pw P=MC ara bla bla bla k lew efoson stin epixirisi exoume mono enan metavlito sintelesti o opios ine i ergasia ( L ) 8eoroume oti auksanete kata ena ara 8a einai VC(b)=W*L=900*5=4500 :) k evgene.. eides auto to ''8eoroume'' poso voi8aei.. ante na t skeftei pedi tis 8eoritikis.. respect stis 8etikotexnologikes epistimes xD aa caramela k go ekana mia gkafa ap t viasini m stin agorea kampili polaplasiasa k to P epi 20 ase.. alla sta alla pira kanonika tin diadikasia dld Q=b+gP klp klp sto 4g k sto 4d Qs=Qd apla ixa enan la8os ari8mo to P.. les na xasw pl apo kei;;
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pedia oikonomia dinate?? egw edosa gia na xo enalax k to 5o pedio k ta 8emata mporw na pw oti itan apetitika , i mitera m, oikonomologos ipostirikse pos itan ta pio diskola p exoun valei os tora :O frontistes ta valane :blink:
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nick_ts157 exeis dikio.. px ego re pedes mia mera prin eixa 40 pireto emetous k istories.. i mana m m lege mi pas agori m na grapseis pane meta p ksanadinun alla dn mporousa na kanw kt tetio outos i allos ta xa doulepsei ta ma8imatika fetos k dn eixa agxos.. ontos to 3g itan diskoloutsiko apla an skeftosoun na valeis ln meta ginotan eukolotero.. vska dn sigkrinontan m ta persina re seis.. edw sto 2o 8ema ekana xazomara sto 2a k e8esa z=x+yi k m vgikan ena karo prakseis k agxo8ika alla daksei o geometrikos topos m vgike sostos.. kses ti ine na s vgenei -2riza(x)epi(y) k na kaneis kana ari8mitiko ap t viasini k na mi s vgei o anti8etos.. telospanton edw alloi dn grapsane stis genikis gt tous diskolepse i me8odos ton trion pou t kaname st gimnasio ti na peis:worry:
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Hmm provlimatistika.. An I ipothesi sigklinei st oti h g" einai paragogisimi tote tha nai eksisou k sunexhs, eidallws einai opws t les.. O frontistis m t afise stin krisi tu diorthoti.. Dld kata t legomena s xanw k ta 4/4?? Btw thnx gia tn politimo xrono s
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:/ kateu8ian egrapsa miden apla t metefera etsi sto post m oste na to kano pio katanoito.. to orio dn t spasa re file , mipws s mperdepse o tropos p t postara epidi dn kserw na grafw me ma8imatikous xaraktires k ta kana me ta sini8ismena simvola.. to (h)' =1 efoson paragogizoume os pros h giauto stn paranomasti dn iparxei tpt meta.. tespa apla m mperdepse i oli istoria epidi dn iparxei san endiktiki lisi autos o tropos sta frontistiria p pasaroun tis liseis online.. tespa as evelpistoume oti ine apodekto.. paizei na ipirxan poloi tropoi, enas filos m px e8ese u=-h kai tou vgike to orio pou isxiei gia mia sinartisi 2 fores paragogisimi ( alla to orio me ti morfi tis genikis pedias ) ap tin ekfonisi dn sinepagete oti iparxei i g'' dld????????? ;S
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file m dustuxos h eutuxos kt tetia gegonota einai sini8ismena stin dekaetia mas ti n kaneis akougonte polla.. n sas pw re pedes sorry k an postarw s la8os simio alla eimai kenurgios st forum, lipon kapios sxetikos 8elw na m apantisei st eksis gt dn mporw na perimenw mexri tin triti:p lipon sto 4b sta ma8imatika kateu8insis fetos xrisimopiisa de l hospital sto 4b pu evgene meso orismou apo oti 8imame alla k pali ego to apedikas meso aprosdioristias apla dn kserw kata poso stekei.. pio analitika eixame: lim h->0 g'(x)-g'(x-h) / h gia h=0 einai aprosdioristi morfi 0/0 epomenos simfona me tous kanones del hospital mporoume na paragogisume os pros H ari8miti k paranaomasti k epomenos lim h->0 g''(x)*(x)' - g''(x-h)*(x-h)' / (h)' lim h->0 0 - g''(x-h)*(0-1) (efoson paragogizoume os pros h o protos paragontas menei sta8eros giauto isoute me 0) lim h->0 -g''(x-h)*(-1) lim h->0 g''(x-h) = g''(x) pou isxiei afou do8ike apo tin ipo8esi oti i g ine dio fores paragogisimi ara k sinexis opote to orio p 8a prokipsei uparxei :blink: ti lete re pedes na einai swsto;;; einai 4% oxi pekse gelase:p