{"id":20686,"date":"2024-12-26T11:04:00","date_gmt":"2024-12-26T11:04:00","guid":{"rendered":"http:\/\/185.51.65.216\/grannycolor.hu\/?p=20686"},"modified":"2025-07-02T21:31:36","modified_gmt":"2025-07-02T21:31:36","slug":"wolumen-sprzedazy-co-to-jest-i-jak-go-analizowac-2","status":"publish","type":"post","link":"http:\/\/185.51.65.216\/grannycolor.hu\/index.php\/2024\/12\/26\/wolumen-sprzedazy-co-to-jest-i-jak-go-analizowac-2\/","title":{"rendered":"Wolumen sprzeda\u017cy co to jest i jak go analizowa\u0107?"},"content":{"rendered":"<p>Jednak\u017ce, wzrost wolumenu sprzeda\u017cy nie zawsze oznacza automatyczny wzrost rentowno\u015bci. Nale\u017cy pami\u0119ta\u0107, \u017ce wraz ze wzrostem wolumenu sprzeda\u017cy mog\u0105 rosn\u0105\u0107 r\u00f3wnie\u017c koszty produkcji, dystrybucji i marketingu. Dlatego te\u017c, kluczowe jest, aby przedsi\u0119biorstwa optymalizowa\u0142y swoje procesy i dzia\u0142ania w celu zapewnienia, \u017ce wzrost wolumenu sprzeda\u017cy przek\u0142ada si\u0119 na wzrost rentowno\u015bci.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"605px\" alt=\"wolumen sprzeda\u017cy\" 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\"\/><\/p>\n<h2>J.W. Construction Holding SA (JWC) Sp\u00f3\u0142k\u0105 Dnia Biura Maklerskiego Alior Banku<\/h2>\n<p>W niekt\u00f3rych przypadkach du\u017cy wolumen sprzeda\u017cy przy niskiej mar\u017cy jednostkowej mo\u017ce by\u0107 bardziej op\u0142acalny ni\u017c mniejsza liczba transakcji przy wysokiej mar\u017cy. Dlatego skuteczne zarz\u0105dzanie wolumenem sprzeda\u017cy wymaga strategicznego podej\u015bcia, kt\u00f3re uwzgl\u0119dnia zar\u00f3wno aspekty finansowe, jak i marketingowe. Wp\u0142yw wolumenu sprzeda\u017cy na ceny stanowi kluczowy aspekt analizy rynkowej.<\/p>\n<ul>\n<li>Inwestorzy mog\u0105 wi\u0119c korzysta\u0107 z r\u00f3\u017cnych narz\u0119dzi do analizy wolumenu, ale nale\u017cy zawsze pami\u0119ta\u0107 o ostro\u017cno\u015bci i nie traktowa\u0107 go jako jedynego wska\u017anika decyduj\u0105cego o transakcjach.<\/li>\n<li>Zwolennicy metody twierdz\u0105, \u017ce pojawienie si\u0119 du\u017cej aplikacji natychmiast sprowokuje pojawienie si\u0119 wielu ma\u0142ych wzajemnych zlece\u0144 i wolumeny wzrosn\u0105.<\/li>\n<li>Dlatego inwestorzy uwa\u017cnie obserwuj\u0105 ten wska\u017anik, traktuj\u0105c go jako istotny element swojej strategii analitycznej w rynkach finansowych.<\/li>\n<li>Ma\u0142e wolumeny charakterystyczne wszak b\u0119d\u0105 dla mniejszych inwestor\u00f3w indywidualnych, wielkie wolumeny b\u0119d\u0105 ju\u017c raczej domen\u0105 funduszy inwestycyjnych.<\/li>\n<li>Aby go przenie\u015b\u0107, potrzebujesz aplikacji du\u017cych inwestor\u00f3w instytucjonalnych, kt\u00f3rzy preferuj\u0105 handel pozycyjny zamiast spekulacyjnego handlu intraday.<\/li>\n<\/ul>\n<h2>Wolumen Sprzeda\u017cy: Ilo\u015b\u0107 sprzedanych produkt\u00f3w lub us\u0142ug<\/h2>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"604px\" alt=\"wolumen sprzeda\u017cy\" 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\"\/><\/p>\n<p>Wolumen sprzeda\u017cy oblicza si\u0119 poprzez sumowanie ilo\u015bci sprzedanych towar\u00f3w i liczby sprzedanych jednostek. Na przyk\u0142ad, je\u015bli wolumen dla pary walutowej EUR\/USD wynosi 1 milion, oznacza to, \u017ce zosta\u0142o sprzedanych lub zakupionych 1 milion jednostek waluty bazowej (w tym przypadku euro). Inwestorzy, kt\u00f3rzy dog\u0142\u0119bnie analizuj\u0105 wolumen sprzeda\u017cy, maj\u0105 wi\u0119ksze szanse na podejmowanie trafnych decyzji oraz redukuj\u0105 ryzyko nietrafionych wybor\u00f3w. Analitycy pos\u0142uguj\u0105 si\u0119 wolumenem, aby lepiej zrozumie\u0107 zachowania rynkowe. Nag\u0142e zmiany tego parametru cz\u0119sto towarzysz\u0105 istotnym wydarzeniom gospodarczym, takim jak publikacja raport\u00f3w finansowych czy wprowadzanie nowych regulacji.<\/p>\n<p>Wolumen sprzeda\u017cy to <a href=\"https:\/\/forexarticles.net\/pl\/wolumen-sprzedazy-co-to-jest-wolumen-slownik\/\">wolumen sprzeda\u017cy<\/a> istotny wska\u017anik, kt\u00f3ry odzwierciedla relacj\u0119 mi\u0119dzy popytem a poda\u017c\u0105 na rynku. Analizuj\u0105c zmiany w tym zakresie, inwestorzy mog\u0105 odkry\u0107 cenne informacje o dynamice rynku. Kiedy zauwa\u017camy wysoki wolumen, szczeg\u00f3lnie przy wzrastaj\u0105cych cenach, zazwyczaj oznacza to znacz\u0105cy popyt, sugeruj\u0105cy kontynuacj\u0119 danego trendu. Z kolei du\u017cy wolumen, towarzysz\u0105cy spadkom cen, cz\u0119sto wskazuje na nadmiar poda\u017cy, co potwierdza, \u017ce trend spadkowy jest silny. Wska\u017anik On Balance Volume (OBV) jest integralnym narz\u0119dziem analizy technicznej, kt\u00f3re pomaga inwestorom oceni\u0107 przep\u0142ywy wolumenu na rynku finansowym. Funkcjonowanie tego wska\u017anika opiera si\u0119 na kumulatywnym dodawaniu lub odejmowaniu wolumenu w zale\u017cno\u015bci od kierunku zmiany ceny aktywa.<\/p>\n<p>W zakresie analizy technicznej, s\u0142u\u017c\u0105cej do interpretacji wykresu danego instrumentu finansowego, wielko\u015bci wolumen\u00f3w odgrywaj\u0105 bardzo istotn\u0105 rol\u0119. Wolumen mo\u017ce by\u0107 technicznym sygna\u0142em pozytywnym lub technicznym sygna\u0142em negatywnym. Pozytywny sygna\u0142 wolumenowy wyst\u0119puje w\u00f3wczas, gdy wielko\u015b\u0107 wolumenu stabilnie si\u0119 zwi\u0119ksza. W praktyce oznacza to cz\u0119sto wi\u0119ksze zainteresowanie danym instrumentem.<\/p>\n<h2>NETIA Sp\u00f3\u0142k\u0105 Dnia Biura Maklerskiego Alior Banku<\/h2>\n<p>Pionowe wska\u017aniki wolumen\u00f3w nie s\u0105 zawarte w standardowym zestawie platform, nale\u017cy je dodatkowo doda\u0107. Spadek wolumen\u00f3w handlowych po intensywnym wzro\u015bcie wskazuje, \u017ce inwestorzy przyjmuj\u0105 pozycj\u0119 wyczekuj\u0105c\u0105. Wolumeny handlowe mog\u0105 by\u0107 wy\u015bwietlane na r\u00f3\u017cne sposoby na wykresie, w zale\u017cno\u015bci od zastosowanego wska\u017anika. Na przyk\u0142ad mo\u017ce to by\u0107 krzywa na\u0142o\u017cona na wykres cenowy (wska\u017anik VWAP) lub pod wykresem cenowym (wska\u017aniki Volume Oscillator, OBV). Ale cz\u0119\u015bciej stosuje si\u0119 histogram z kolorowymi kolumnami (wska\u017anik Volume).<\/p>\n<p>Mo\u017ce si\u0119 to zdarzy\u0107 po d\u0142ugich wzrostach lub spadkach cen, gdy ruch cenowy jest niewielki, ale wolumen jest znacznie zwi\u0119kszony. Takie zjawisko mo\u017ce wskazywa\u0107 na potencjalne odwr\u00f3cenie kierunku ruchu na wykresie. Wolumen jest zatem nie tylko miernikiem aktywno\u015bci rynkowej, ale tak\u017ce wa\u017cnym wska\u017anikiem, kt\u00f3ry mo\u017ce potwierdza\u0107 lub zaprzecza\u0107 wa\u017cno\u015bci ruch\u00f3w cenowych. Wykorzystanie tych informacji w po\u0142\u0105czeniu z analiz\u0105 cenow\u0105 mo\u017ce znacznie zwi\u0119kszy\u0107 skuteczno\u015b\u0107 Twoich decyzji inwestycyjnych. Linia OBV jest narz\u0119dziem, kt\u00f3re pozwala \u015bledzi\u0107 przep\u0142yw wolumenu do i z rynku, sumuj\u0105c wolumen w dniach wzrostu cen i odejmuj\u0105c wolumen w dniach spadku. Je\u015bli linia OBV ro\u015bnie, oznacza to, \u017ce og\u00f3lny wolumen jest po stronie kupuj\u0105cych, co mo\u017ce by\u0107 bycze dla ceny.<\/p>\n<h2>Wolumen handlowy \/ Wolumen kupna \/ Wolumen sprzeda\u017cy<\/h2>\n<p>Analiza ca\u0142kowitych przychod\u00f3w pozwala na ocen\u0119 efektywno\u015bci strategii marketingowej i sprzeda\u017cowej, a tak\u017ce na prognozowanie przysz\u0142ych wynik\u00f3w finansowych. Jednym z powszechnych zastosowa\u0144, jakie mo\u017cemy nada\u0107 wolumenowi, jest okre\u015blenie sytuacji, w kt\u00f3rych mo\u017ce nast\u0105pi\u0107 odwr\u00f3cenie ceny aktywa, tworz\u0105c op\u00f3r lub wsparcie. Wa\u017cne jest, aby przyjrze\u0107 si\u0119 rozbie\u017cno\u015bciom i zbie\u017cno\u015bciom, kt\u00f3re mog\u0105 wyst\u0105pi\u0107 mi\u0119dzy cen\u0105 a wolumenem.<\/p>\n<p>Jednak\u017ce sam wolumen to za ma\u0142o do pe\u0142nej analizy sytuacji finansowej; powinien by\u0107 rozpatrywany wraz z innymi wska\u017anikami, takimi jak mar\u017ca zysku, koszty operacyjne czy rentowno\u015b\u0107 sprzeda\u017cy. Analiza zmian w wielko\u015bci sprzeda\u017cy jest niezb\u0119dna do w\u0142a\u015bciwej oceny finansowej przedsi\u0119biorstwa. Umo\u017cliwia ocen\u0119 wp\u0142ywu promocji na wyniki sprzeda\u017cy i daje mo\u017cliwo\u015b\u0107 weryfikacji strategii marketingowych oraz lepszego planowania dzia\u0142a\u0144 reklamowych. Niemniej jednak, sam wolumen nie wystarcza jako sygna\u0142 inwestycyjny i wymaga analizy w po\u0142\u0105czeniu z innymi wska\u017anikami rynkowymi.<\/p>\n<h2>Jak sprawdzi\u0107 wolumen obrotu na wykresie gie\u0142dowym<\/h2>\n<ul>\n<li>Na uwag\u0119 zas\u0142uguje tak\u017ce aktywno\u015b\u0107 profesjonalnych inwestor\u00f3w \u2014 ich znaczne transakcje mog\u0105 istotnie wp\u0142ywa\u0107 na ceny.<\/li>\n<li>Ponadto zmienno\u015b\u0107 i zwi\u0119kszony wolumen mog\u0105 by\u0107 wynikiem spadaj\u0105cych cen, pr\u00f3buj\u0105cych wyprze\u0107 wielu trader\u00f3w, gdy uczestnik\u00f3w jest zbyt wielu.<\/li>\n<li>Wolumen sprzeda\u017cy stanowi wa\u017cny wska\u017anik, kt\u00f3ry odzwierciedla rzeczywist\u0105 kondycj\u0119 rynku oraz ewoluuj\u0105ce zachowania inwestor\u00f3w.<\/li>\n<li>Dla rynk\u00f3w terminowych, gdzie utrzymanie pozycji wymaga ich rolowania, oczywi\u015bcie okres zanikania si\u0142y opor\u00f3w powinien by\u0107 znacznie kr\u00f3tszy, maksymalnie kilkuletni.<\/li>\n<\/ul>\n<p>Im bardziej cena oddala si\u0119 od swojej \u015bredniej warto\u015bci, tym mniejsza jest aktywno\u015b\u0107 trader\u00f3w i bardziej prawdopodobne jest jej odwr\u00f3cenie. Wolumen sprzeda\u017cy ma bezpo\u015bredni wp\u0142yw na rentowno\u015b\u0107 przedsi\u0119biorstwa. Im wy\u017cszy wolumen sprzeda\u017cy, tym wi\u0119ksze potencjalne przychody i zyski. Wzrost wolumenu sprzeda\u017cy mo\u017ce prowadzi\u0107 do obni\u017cenia koszt\u00f3w jednostkowych, co zwi\u0119ksza mar\u017c\u0119 zysku i poprawia rentowno\u015b\u0107.<\/p>\n<p>Wolumen sprzeda\u017cy stanowi podstaw\u0119 do obliczenia przychod\u00f3w, kt\u00f3re odzwierciedlaj\u0105 warto\u015b\u0107 sprzedanych towar\u00f3w lub us\u0142ug. Analitycy cz\u0119sto korzystaj\u0105 z danych o wolumenie do przewidywania przysz\u0142ych ruch\u00f3w na rynku. Przyk\u0142adowo, nag\u0142y wzrost wolumenu mo\u017ce sygnalizowa\u0107 nadchodz\u0105ce zmiany w wycenie konkretnych aktyw\u00f3w. Znaczenie wolumenu sprzeda\u017cy na rynku finansowym jest niezwykle istotne dla inwestor\u00f3w oraz analityk\u00f3w. Dostarcza on cennych informacji dotycz\u0105cych aktywno\u015bci i dynamiki rynku. Nast\u0119pnie wolumen maleje po osi\u0105gni\u0119ciu szczytu, cho\u0107 w d\u0142u\u017cszej perspektywie mo\u017ce si\u0119 ponownie zmieni\u0107.<\/p>\n<p>Oznacza\u0142o to du\u017co dynamiczniejsze spadki i zej\u015bcie kursu na znacznie ni\u017csze poziomy ni\u017c w przypadku trendu spadkowego z 2017 roku. Aktywno\u015b\u0107 inwestor\u00f3w, mierz\u0105ca si\u0119 przez wolumen, odgrywa kluczow\u0105 rol\u0119 w podejmowaniu wybor\u00f3w inwestycyjnych. Daje to mo\u017cliwo\u015b\u0107 zrozumienia, gdzie skupia si\u0119 zainteresowanie rynkiem oraz jak mo\u017ce to wp\u0142yn\u0105\u0107 na przysz\u0142e ruchy cenowe i decyzje strategiczne. Poni\u017csze bloki uwzgl\u0119dniaj\u0105 standardowe pionowe wska\u017aniki wolumenu dla wi\u0119kszo\u015bci platform transakcyjnych.<\/p>\n<p>Czerwona kolumna, kt\u00f3ra si\u0119 pojawia, wskazuje na gwa\u0142towny wzrost obrot\u00f3w, ale nie gwarantuje kontynuacji trendu wzrostowego. Nast\u0119pna sekcja jest luk\u0105, b\u0142\u0119kitne kolumny z dodatkiem \u017c\u00f3\u0142tego wskazuj\u0105 na \u015brednie warto\u015bci wolumen\u00f3w. Bia\u0142a kolumna pokazuje przewag\u0119 sprzedaj\u0105cych i kr\u00f3tkoterminowy ruch cen w d\u00f3\u0142. Wska\u017anik Volume pokazuje wolumeny aktyw\u00f3w, kt\u00f3re zosta\u0142y kupione lub sprzedane w okre\u015blonym czasie. Zielony kolor kolumny histogramu oznacza, \u017ce obj\u0119to\u015b\u0107 bie\u017c\u0105cej \u015bwiecy przekracza obj\u0119to\u015b\u0107 poprzedniej. Czerwony kolor kolumny wskazuje, \u017ce obj\u0119to\u015b\u0107 bie\u017c\u0105cej \u015bwiecy jest mniejsza ni\u017c poprzednia.<\/p>\n<p>Wolumeny w tradingu to liczba akcji b\u0119d\u0105cych przedmiotem obrotu lub liczba transakcji w ustalonym przedziale czasowym. Minima OBV s\u0105 prawie na tym samym poziomie, podczas gdy minima cenowe malej\u0105. Tendencji spadkowej nie potwierdza spadek wolumen\u00f3w, dywergencja widoczna jest na wykresie. Spadek cen szybko si\u0119 ko\u0144czy i rozpoczyna si\u0119 d\u0142ugoterminowa tendencja wzrostowa, potwierdzona wzrostem wolumen\u00f3w.<\/p>\n<p>O ile inne s\u0105 czynniki rynkowe wp\u0142ywaj\u0105ce na wolumen gie\u0142dowy, to og\u00f3lna zasada tutaj b\u0119dzie taka sama, jak w przypadku rynku Forex. Amator\u00f3w, kt\u00f3rzy dopiero zaczynaj\u0105 swoj\u0105 przygod\u0119 z gie\u0142d\u0105 i rynkiem walutowym, r\u00f3wnie\u017c nie powinno to w \u017caden spos\u00f3b \u201eodstrasza\u0107\u201d. W e-commerce wolumen sprzeda\u017cy jest istotnym wska\u017anikiem, kt\u00f3ry pomaga oceni\u0107 wydajno\u015b\u0107 firmy. Dzi\u0119ki niemu mo\u017cna lepiej zrozumie\u0107 zachowania klient\u00f3w oraz skuteczno\u015b\u0107 dzia\u0142a\u0144 marketingowych.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Jednak\u017ce, wzrost wolumenu sprzeda\u017cy nie zawsze oznacza automatyczny wzrost rentowno\u015bci. Nale\u017cy pami\u0119ta\u0107, \u017ce wraz ze wzrostem wolumenu sprzeda\u017cy mog\u0105 rosn\u0105\u0107 r\u00f3wnie\u017c koszty produkcji, dystrybucji i marketingu. Dlatego te\u017c, kluczowe jest, aby przedsi\u0119biorstwa optymalizowa\u0142y swoje procesy i dzia\u0142ania w celu zapewnienia, \u017ce wzrost wolumenu sprzeda\u017cy przek\u0142ada si\u0119 na wzrost rentowno\u015bci. J.W. Construction Holding SA (JWC) Sp\u00f3\u0142k\u0105 [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[5],"tags":[],"_links":{"self":[{"href":"http:\/\/185.51.65.216\/grannycolor.hu\/index.php\/wp-json\/wp\/v2\/posts\/20686"}],"collection":[{"href":"http:\/\/185.51.65.216\/grannycolor.hu\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/185.51.65.216\/grannycolor.hu\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/185.51.65.216\/grannycolor.hu\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/185.51.65.216\/grannycolor.hu\/index.php\/wp-json\/wp\/v2\/comments?post=20686"}],"version-history":[{"count":1,"href":"http:\/\/185.51.65.216\/grannycolor.hu\/index.php\/wp-json\/wp\/v2\/posts\/20686\/revisions"}],"predecessor-version":[{"id":20687,"href":"http:\/\/185.51.65.216\/grannycolor.hu\/index.php\/wp-json\/wp\/v2\/posts\/20686\/revisions\/20687"}],"wp:attachment":[{"href":"http:\/\/185.51.65.216\/grannycolor.hu\/index.php\/wp-json\/wp\/v2\/media?parent=20686"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/185.51.65.216\/grannycolor.hu\/index.php\/wp-json\/wp\/v2\/categories?post=20686"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/185.51.65.216\/grannycolor.hu\/index.php\/wp-json\/wp\/v2\/tags?post=20686"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}