{"id":2295,"date":"2021-01-04T00:00:00","date_gmt":"2021-01-04T00:00:00","guid":{"rendered":"https:\/\/www.consultingitaliagroup.com\/blog\/massimizzazione-del-profitto-guida-definitiva\/"},"modified":"2022-06-22T15:02:21","modified_gmt":"2022-06-22T13:02:21","slug":"massimizzazione-del-profitto-guida-definitiva","status":"publish","type":"post","link":"https:\/\/www.consultingitaliagroup.com\/blog\/articolo\/massimizzazione-del-profitto-guida-definitiva\/","title":{"rendered":"Massimizzazione del profitto di un&#8217;impresa: Guida definitiva"},"content":{"rendered":"<p><img decoding=\"async\" data-src=\"https:\/\/www.consultingitaliagroup.com\/upload\/news\/evidenza\/369\/massimizzazione-del-profitto-guida-definitiva.jpg\" alt=\"Massimizzazione del profitto di un'impresa: Guida definitiva\" src=\"data:image\/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==\" class=\"lazyload\" \/><\/p>\n<p>In economia si presume spesso che le aziende cerchino di massimizzare i profitti. Cio\u00e8, cercano di massimizzare i ricavi riducendo al minimo i costi. Per fare ci\u00f2, le aziende devono guardare &#8220;al margine&#8221;. Ci\u00f2 significa che devono tenere d&#8217;occhio i cambiamenti nei ricavi (cio\u00e8 i ricavi marginali) e i cambiamenti nei costi (cio\u00e8 i costi marginali) per ogni unit\u00e0 aggiuntiva venduta.<\/p>\n<p>Per introdurre il principio della massimizzazione del profitto, sembra ragionevole concentrarsi prima sulle imprese in un mercato competitivo. Tuttavia, come vedremo pi\u00f9 avanti, questo principio pu\u00f2 essere applicato alla maggior parte delle imprese in diverse situazioni di mercato (monopolio, oligopolio, ecc .).<\/p>\n<p>Come accennato in precedenza, per massimizzare i profitti, un&#8217;azienda deve esaminare le variazioni dei ricavi e dei costi per ogni unit\u00e0 aggiuntiva venduta. Fintanto che l&#8217;aumento delle entrate risultante \u00e8 maggiore dell&#8217;aumento dei costi, il profitto totale pu\u00f2 ancora essere aumentato producendo di pi\u00f9. Ci\u00f2 rimarr\u00e0 vero fino a quando il ricavo marginale (MR) sar\u00e0 uguale al costo marginale (MC). In altre parole, un&#8217;impresa che massimizza il profitto produrr\u00e0 fino a quando MR = MC.<\/p>\n<p>Questo pu\u00f2 essere illustrato guardando un semplice diagramma che mostra le relazioni tra output e costi o ricavi rispettivamente. Tuttavia, prima di poterlo fare, dobbiamo scoprire come sono le curve del costo marginale e del ricavo marginale rilevanti.<\/p>\n<h2>Ricavo marginale<\/h2>\n<p>Calcolare i ricavi marginali in un mercato competitivo \u00e8 in realt\u00e0 piuttosto semplice. Infatti \u00e8 sempre uguale al prezzo del bene o del servizio venduto (per maggiori informazioni vedi <a style=\"color: #3984c6;\" href=\"https:\/\/www.consultingitaliagroup.com\/blog\/articolo\/come-calcolare-il-ricavo-marginale\/\" target=\"_blank\" rel=\"noopener\">come calcolare il ricavo marginale<\/a>) Per spiegare questo, diamo uno sguardo ad una caratteristica delle imprese competitive. Si dice che siano acquirenti di prezzo. Cio\u00e8, non hanno potere sufficiente per influenzare i prezzi di mercato (a differenza, ad esempio, di un monopolista), poich\u00e9 controllano solo una piccola quota del mercato. Quindi, non importa quanto produca un&#8217;azienda competitiva, il prezzo non cambier\u00e0 e il ricavo per ogni unit\u00e0 aggiuntiva venduta sar\u00e0 uguale al prezzo di mercato dato. Di conseguenza, la curva del ricavo marginale sar\u00e0 una linea orizzontale al livello del prezzo di mercato.<\/p>\n<h2>Costo marginale<\/h2>\n<p>La maggior parte delle aziende deve affrontare costi marginali crescenti all&#8217;aumentare della produzione. Questo \u00e8 il risultato della diminuzione dei prodotti marginali (per maggiori informazioni vedere <a style=\"color: #3984c6;\" href=\"https:\/\/www.consultingitaliagroup.com\/blog\/articolo\/come-caloclare-costo-marginale\/\" target=\"_blank\" rel=\"noopener\">come calcolare il costo marginale<\/a>) Per fare un esempio, si pensi a una fabbrica di automobili che attualmente produce a bassa capacit\u00e0. Ci sono solo pochi lavoratori impiegati e le macchine sono usate a malapena. Se la fabbrica aumenta la produzione, le capacit\u00e0 inutilizzate possono essere facilmente utilizzate e lavoratori aggiuntivi possono aggiungere molto valore. In altre parole, i costi marginali sono bassi e il prodotto marginale \u00e8 alto. Tuttavia, se la fabbrica funziona gi\u00e0 a piena capacit\u00e0, aumentare la produzione sar\u00e0 pi\u00f9 costoso (ad esempio perch\u00e9 le macchine sono sovrautilizzate) e lavoratori aggiuntivi non aggiungeranno molto valore (ad esempio perch\u00e9 devono aspettare per utilizzare le attrezzature). Pertanto, quando la produzione aumenta, il prodotto marginale diminuisce e il costo marginale aumenta. Di conseguenza, la curva del costo marginale si incliner\u00e0 verso l&#8217;alto.<\/p>\n<h2><span style=\"font-weight: bold;\">Illustrazione<br \/>\n<\/span><\/h2>\n<p>Come accennato in precedenza, possiamo visualizzare il principio della massimizzazione del profitto in un semplice diagramma (vedi sotto). L&#8217;asse x rappresenta la quantit\u00e0 di output (Q), mentre l&#8217;asse y sta rispettivamente per costi e ricavi (C e R).<\/p>\n<p><img decoding=\"async\" style=\"width: 700px;\" 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data-filename=\"ProfitMaximization.jpg\" \/><\/p>\n<p><b>Illustrazione 1: massimizzazione del profitto<br \/>\n<\/b><\/p>\n<p>La curva dei ricavi marginali (MR) \u00e8 una linea orizzontale al livello del prezzo di mercato (p *). La curva del costo marginale d&#8217;altra parte (MC) \u00e8 inclinata verso l&#8217;alto, come descritto sopra. L&#8217;intersezione delle due linee (O *) si trova al livello di produzione che massimizza il profitto (q *) per il dato livello di prezzo. Diventa evidente che lo spostamento dell&#8217;MR influenzer\u00e0 la quantit\u00e0 di output, ma non il livello dei prezzi. Pertanto, massimizzare il profitto per le imprese competitive significa trovare il livello ottimale di produzione per un dato prezzo.<\/p>\n<h2>In conclusione<\/h2>\n<p>Le aziende in un mercato competitivo possono massimizzare i profitti se producono fino al punto in cui il ricavo marginale \u00e8 uguale al costo marginale (MR = MC). Il ricavo marginale per le imprese competitive \u00e8 costante e pari al prezzo del bene o del servizio venduto. D&#8217;altro canto, i costi marginali aumentano solitamente all&#8217;aumentare della produzione, a causa della diminuzione del prodotto marginale.<\/p>\n<p>\u00c8 importante notare che anche se le curve del ricavo marginale e del costo marginale possono avere un aspetto diverso per le imprese in altre situazioni di mercato (ad esempio monopolio, oligopolio, ecc.), Il livello di produzione che massimizza il profitto si trover\u00e0 comunque all&#8217;intersezione dei due.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>In economia si presume spesso che le aziende cerchino di massimizzare i profitti. Cio\u00e8, cercano di massimizzare i ricavi riducendo al minimo i costi. Ecco la nostra guida definitiva su come fare.<\/p>\n","protected":false},"author":2,"featured_media":3018,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_mo_disable_npp":"","inline_featured_image":false,"footnotes":""},"categories":[66],"tags":[257,155,63,255,256,261],"class_list":["post-2295","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-impresa","tag-fatturato-azienda","tag-guida-per-le-imprese","tag-impresa","tag-profitto-azienda","tag-ricavo-azienda","tag-volume-daffari-azienda","post--single"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.6 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Massimizzazione del profitto di un&#039;impresa: Guida definitiva - Blog | Consulting Italia Group SRL<\/title>\n<meta name=\"description\" content=\"In economia si presume spesso che le aziende cerchino di massimizzare i profitti. Cio\u00e8, cercano di massimizzare i ricavi riducendo al minimo i costi. Ecco la nostra guida definitiva su come fare.\" \/>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/www.consultingitaliagroup.com\/blog\/articolo\/massimizzazione-del-profitto-guida-definitiva\/\" \/>\n<meta property=\"og:locale\" content=\"it_IT\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Massimizzazione del profitto di un&#039;impresa: Guida definitiva\" \/>\n<meta property=\"og:description\" content=\"In economia si presume spesso che le aziende cerchino di massimizzare i profitti. Cio\u00e8, cercano di massimizzare i ricavi riducendo al minimo i costi. 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