INKXASO / INQUBO YOKUSEBENZA NAMAPHUZO E-PIVOT - Isifundo 3
Kule sifundo uya kufunda:
- Ziziphi iiNkxaso / ukuKhatywa kunye nePivot Points
- Indlela esetyenziswa ngayo kwizorhwebo
- Indlela yokubala iiPivot Points Daily
Inkxaso kunye nokuchaswa zixhobo ezisetyenziswe ngabahlalutyi bezobugcisa ukuze zichonge kwaye zilandele umendo, apho imigca engqambileyo ithathwa kwitektshi ukubonisa iinkalo zenkxaso nenkxaso.
Xa kubalwa usuku ngalunye, inkxaso, ukuchaswa kunye neengongoma zemihla ngemihla ayitshintshi kwitshathi kuxhomekeke kwixesha elikhethayo, okanye ngokusekelwe kwisethingi oyithandayo. Azilungelelanisi kwixabiso langoku, kodwa ahlala ehlala epheleleyo kwaye epheleleyo. Banikeza enye yeendlela ezichanekileyo zokuchonga imeko yokukhangela kunye nenkcazo yeebhanki zemali kunye nezinye iziqinisekiso ngosuku.
Kubalulekile ukuba uqaphele ukuba ngelixa ukuxhaswa kunye nokuxhatshazwa kwamanci kuncike kakhulu ekubekeni ngokuzenzekelayo komthengisi ngamnye oya kuncedisa ekuchongeni amaphulo okuphumla, iipikot zengqiqo zichongiwe ngokusekelwe kubalo abathile ukuba zibone amanqanaba asemgangathweni omgangatho weendleko.
Kukho iinguqu ezahlukeneyo zokubala kwezi ndlela ezahlukeneyo kunye namaphuzu athatywayo kumatshathi ethu kwaye anokukhethwa ngokuzenzekelayo kwiiphakheji ezinkulu ezithatha njengenxalenye yeepakethi zokuthengisa. Ngokuqhelekileyo kukho: umgangatho oqhelekileyo, inkxaso yeCamarilla kunye neFibonacci kunye nokubala kokumelana. Uninzi lwabathengisi bakhetha ukwenza izigqibo zokurhweba ngokubhekiselele kumlinganiselo omgangatho. Kukho, ngokulinganayo, amanqanaba amathathu okuxhaswa kunye nokuchaswa kaninzi kubangelwa kwiitshathi: S1, S2 kunye neS3 kunye ne-R1, i-R2 kunye ne-R3.
Ukubala kweemathematika ukufika kwenkxaso, ukuchaswa kunye neetriki zamanqaku e-pivot nsuku zonke zilula. Usenokuba uqaphele ukuba, ukuba uyabakhetha ukuba bavele kwi-platform yakho yokurhweba, ngoko ke baya kulungiswa ngokuzenzekelayo kwaye bahlaziywe ngosuku ngalunye, ngokukhawuleza xa iseshoni ebizwa ngokuthi "iNew York" iseshoni yamva, ibonisa ukuphela komhla wokuthengisa njengoko sisuka kwintsuku yokuhweba entsha kunye nokuvula "imarike yase-Asia". Amanqanaba abalwa ngamanqanaba aphezulu, aphantsi kwaye aphelileyo ngosuku oludlulileyo ukufika kwizibalo ezintsha zeli xesha. Ungasebenzisa enye yezibalo ezininzi ezikhoyo ukwenzela ukuba wenze izibalo zakho.
Abathengi basebenzise inkxaso nenkxaso kwiindlela ezahlukeneyo; abaninzi basebenzise ukuba baqaphele imimandla ephambili ekumisekeni kwabo, okanye ukuthatha imiyalelo yokukhawulela inzuzo. Abaninzi baya kungena kumashishini xa kuthengiswa ixabiso ngokusebenzisa ezi nqanaba eziphambili. Ngokomzekelo, ukuba intengo yemarike ingentla kwe-R1, ngoko ke isibini sezokhuseleko / lwemali sibonwa njengesiqhelo, ngokuchaseneyo ukuba intengo yemarike ingezantsi kwe-S1, ngoko ibonwa ngokuba yi-bearish.
Ukuphuhliswa kuthathwa njengomzuzu obalulekileyo ekuthengiseni njengoko kudala kukhokelela ekunyuseni ngokukhawuleza kokunyaniseka.
Inkxaso yinqanaba okanye indawo kwitshati ephantsi kwexabiso langoku, apho ukuthenga umdla kudlule ukunyanzeliswa kokuthengisa kunye neendleko ezihamba phambili. Nangona, ukuchasana kuyinqanaba kwitekiti engentla ngentlawulo ekhoyo, apho ukuthengisa ingcinezelo kudlule ukunyanzeliswa kokuthenga kunye nokuhla kwexabiso.
Kubalulekile ukukhankanya ukuba loo mizila ingeniswa kwaye emva kokuba iphulwe, iindima ziyakwazi ukuguqulwa, okwenzeka ngokuqhelekileyo xa ukutshintsha kwimizila kunye nokuphulwa komgca wenkxaso kunokwenza umxhatshazo, kwaye ngokufanayo.
Abahwebi bayakuthanda ukuthetha ukuba ixabiso alihambeli ngokukhawuleza kuba, umz. Okanye ukuba imigca ye stochastic iwele, okanye ukuba i-RSI ingena kwiimeko ezingaphezulu. Izalathisi zobugcisa, zize zikhokele, zityhila idlulileyo, kwaye azikwazi ukuqikelela ikusasa. Nangona kunjalo, into engenakukhunjulwa kukuba ixabiso liyakwenza ngokusemgangathweni kwimilinganiselo nenkxaso, kuba yilapho iinqununu ezininzi; uthenge, uthengise, uyeke kwaye uthathe imiyalelo yokukhawulelana nenzuzo, iya kuhlanganiswa. Yilapho abaninzi abenzi bemarike kunye nabaqhubi beza kuzingela inzuzo kwaye ngoko ke kukho intengo inokuthi ibonakale ihamba njalo rhoqo.
Ukubala iiPivot Points
Indlela eyamkelweyo yokubala iqondo eliqhelekileyo lepivot kwinqanaba lokuthatha iinqanaba elide, ukuphakama nokuvalwa kweeseshoni zangaphambili zoshishino kunye nokusebenzisa ezi mithathu zamatriki ukubonelela ngezinga, apho zonke ezinye izibalo ziya kwenziwa. Indlela elula ye-arithmetic yamkelwa ngoko, ukuchonga amanqanaba amathathu enkxaso nenkxaso.
- Iphoyinti yePivot (PP) = (High + Low + Vala) / 3
- Ukumelana kokuqala (R1) = (2xxPP) -Hla
- Inkxaso yokuqala (S1) = (2xPP) -Phakamileyo
- Ukuxhathisa okwesibini (R2) = PP + (ephakamileyo - ephantsi)
- Inkxaso yesibini (S2) = PP - (ephakamileyo - ephantsi)
- Inkcaso yesithathu (R3) = Ephakamileyo + 2 x (PP-Low)
Amaphuzu e-Pivot, kunye neenkxaso kunye namanqanaba okumelana naso ithuluzi eluncedo elivumela umthengisi ukuba agweme ukwenza iimpazamo ezifanayo imihla ngemihla, ngaloo ndlela unciphise ukulahleka kwezorhwebo kwipesenti encinci ye-akhawunti yokurhweba, ngokusekelwe ekulawulweni kwengozi eyayisungulwe ngaphambili. Ukongezelela, ukusebenzisa amaphuzu e-pivot kunciphisa indlela yokumisela ukuba ixabiso lemarike ethile kwibala, okanye ukuba ihamba phambili, ingaba kukukhangela okanye kukukhokela kwinqanaba, elikhokelela kwizigqibo zorhwebo ezinolwazi.
