{"id":2281,"date":"2020-12-09T00:00:00","date_gmt":"2020-12-09T00:00:00","guid":{"rendered":"https:\/\/www.consultingitaliagroup.com\/blog\/cosa-e-ebit\/"},"modified":"2022-06-22T15:02:21","modified_gmt":"2022-06-22T13:02:21","slug":"cosa-e-ebit","status":"publish","type":"post","link":"https:\/\/www.consultingitaliagroup.com\/blog\/articolo\/cosa-e-ebit\/","title":{"rendered":"Che cos&#8217;\u00e8 l&#8217;EBIT?"},"content":{"rendered":"<p>&nbsp;<\/p>\n<blockquote><p>EBIT sta per <b>E<\/b>arnings <b>B<\/b>efore <b>I<\/b>nterest e <b>T<\/b>axes ed \u00e8 uno degli ultimi subtotali del conto economico prima dell&#8217;utile netto. L&#8217;EBIT \u00e8 anche a volte indicato come reddito operativo ed \u00e8 chiamato cosi perch\u00e9 si trova deducendo tutti i costi operativi (sia i costi di produzione e non produzione) dai ricavi di vendita.<\/p><\/blockquote>\n<p>Dividendo l&#8217;EBIT per i ricavi di vendita si indica il margine operativo, espresso in percentuale (ad esempio, il margine operativo del 15%). Il margine pu\u00f2 essere paragonato ai margini operativi negli anni precedenti, all&#8217;attuale margine di <a href=\"https:\/\/www.consultingitaliagroup.com\/blog\/articolo\/come-calcolare-margine-di-profitto\/\">profitto netto<\/a> e al margine lordo dell&#8217;impresa, o ai margini di altre imprese analoghe che operano nello stesso settore.<\/p>\n<h2>EBIT Formula<\/h2>\n<p>Gli utili al lordo di interessi e imposte possono essere calcolati in due modi. Il primo \u00e8 iniziare con l&#8217;<a href=\"https:\/\/www.consultingitaliagroup.com\/blog\/articolo\/come-si-calcola-ebitda\/\">EBITDA<\/a> e poi detrarre ammortamenti. In alternativa, se una societ\u00e0 non utilizza la metrica EBITDA, i proventi operativi possono essere trovati sottraendo le spesse generali e amministrative (esclusi Interesse ma compreso l&#8217;ammortamento) dal profitto lordo.<\/p>\n<p>Le spesse generali e amministrative: include tutte le spese di non produzione sostenute da una societ\u00e0 in un determinato periodo. Ci\u00f2 include spese come affitto, pubblicit\u00e0, marketing, contabilit\u00e0, contenzioso, viaggi, pasti, stipendi di gestione, bonus e altro ancora. A volte, pu\u00f2 anche includere spese di ammortamento, a seconda di ci\u00f2 a cui \u00e8 correlato.<\/p>\n<p>Ecco le due formule EBIT:<\/p>\n<p><b>EBIT = Utile Netto + Interessi + Imposte<br \/>\n<\/b><\/p>\n<p><b>EBIT = EBITDA \u2013 Spese di ammortamento<br \/>\n<\/b><\/p>\n<p>A partire dall&#8217;utile netto e dall&#8217;aggiunta di interessi e imposte \u00e8 il pi\u00f9 semplice, in quanto queste voci verranno sempre visualizzate nel conto economico. L&#8217;ammortamento pu\u00f2 essere visualizzato solo nel rendiconto del <a href=\"https:\/\/www.consultingitaliagroup.com\/blog\/articolo\/come-calcolare-il-flusso-di-cassa\/\">flusso di cassa<\/a> per alcune aziende.<\/p>\n<h3>Per il flusso di cassa<span style=\"font-weight: normal;\"><br \/>\n<\/span><\/h3>\n<p>Gli utili al lordo di interessi e imposte possono essere utilizzati come proxy per il flusso di cassa gratuito in alcuni settori: funziona bene purch\u00e9 sia applicato a societ\u00e0 stabili e mature con spese in conto capitale relativamente coerenti. La metrica EBIT \u00e8 strettamente legata <a href=\"https:\/\/www.consultingitaliagroup.com\/blog\/articolo\/flusso-di-cassa-disponibile-fcf\/\">flusso di cassa disponibile (FCF)<\/a>.<\/p>\n<p>FCF pu\u00f2 essere trovato attraverso la seguente formula:<\/p>\n<p><img decoding=\"async\" style=\"width: 500px;\" 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\" data-filename=\"ebit-infografica.jpg\" \/><\/p>\n<p><b>FCF = EBIT (1 \u2013 T) + D&amp;A + \u0394 NWC \u2013 CapEx<br \/>\n<\/b><\/p>\n<p>Dove:<\/p>\n<p>FCF = Flusso di cassa disponibile<\/p>\n<p>T = Aliquota media d&#8217;imposta<\/p>\n<p>\u0394 NWC = Variazione del capitale di lavoro non in contanti<\/p>\n<p>CapEx = Spese in conto capitale<\/p>\n<p>Per saperne di pi\u00f9, consulta le nostre <a href=\"https:\/\/www.consultingitaliagroup.com\/blog\/tag\/flusso-di-cassa\/\">guide sul flusso di cassa <\/a>e sul flusso di cassa disponibile.<\/p>\n<p><span style=\"font-size: 1rem;\"><b>Multiplo EV\/EBIT\u00a0<\/b><\/span><\/p>\n<p>Il multiplo EV\/EBITDA viene spesso utilizzato analisi aziendale comparabili per dare valore a un&#8217;azienda. Prendendo il valore aziendale (EV) della societ\u00e0 e dividendolo per il <a href=\"https:\/\/www.consultingitaliagroup.com\/blog\/articolo\/reddito-operativo-definizione-e-formula\/\">reddito operativo<\/a> annuale della societ\u00e0, possiamo determinare quanto gli investitori sono disposti a pagare per ogni unit\u00e0 di EBIT.<\/p>\n<p><b>Esempio:<br \/>\n<\/b><\/p>\n<p>Una societ\u00e0 ha riportato una capitalizzazione di mercato di \u20ac 50 milioni, un debito di \u20ac 20 milioni e contanti di \u20ac 10 milioni. La societ\u00e0 ha anche registrato un utile netto 2018 di \u20ac 4 milioni, tasse di \u20ac 1 milione e interessi passivi di \u20ac 1 milione. Cos&#8217;\u00e8 il multiplo EV\/EBIT 2018?<\/p>\n<p>Soluzione:<\/p>\n<p>EV = \u20ac50M + \u20ac20M \u2013 \u20ac10M = \u20ac60M<\/p>\n<p>EBIT = \u20ac4M + \u20ac1M + \u20ac1M = \u20ac6M<\/p>\n<p><b>EV\/EBIT 2018 = 10,0x<\/b><\/p>\n","protected":false},"excerpt":{"rendered":"<p>EBIT \u00e8 uno degli ultimi subtotali del conto economico prima dell&#8217;utile netto. L&#8217;EBIT \u00e8 talvolta indicato anche come reddito operativo di cui si sottraggono tutte le spese operative dai ricavi, l&#8217;EBITDA pu\u00f2 essere calcolato detraendo gli ammortamenti<\/p>\n","protected":false},"author":2,"featured_media":3854,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_mo_disable_npp":"","inline_featured_image":false,"footnotes":""},"categories":[67],"tags":[68,119],"class_list":["post-2281","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-economia","tag-economia","tag-valutazione-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>Che cos&#039;\u00e8 l&#039;EBIT? - Blog | Consulting Italia Group SRL<\/title>\n<meta name=\"description\" content=\"EBIT \u00e8 uno degli ultimi subtotali del conto economico prima dell&#039;utile netto. 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