Strategie di Successo: Come Gestire con Efficienza le Finanze Aziendali

Il successo di un'azienda dipende da una gestione efficiente delle finanze aziendali. In questo contesto, è fondamentale conoscere le strategie di successo che possono aiutare a ottimizzare le risorse e a raggiungere gli obiettivi. La gestione delle finanze richiede una visione chiara e una pianificazione attenta, per evitare errori costosi e assicurare la stabilità finanziaria dell'azienda. In questo articolo, esploreremo le migliori strategie di successo per gestire con efficienza le finanze aziendali e raggiungere il successo nel mercato.

Pianificazione aziendale strategica per il successo delle imprese

La pianificazione aziendale strategica è un processo fondamentale per il successo delle imprese. Essa consiste nell'analizzare l'ambiente interno ed esterno dell'azienda, individuando le opportunità e le minacce che possono influire sulla sua attività. Questo processo aiuta a definire gli obiettivi e le strategie per raggiungerli, assegnando le risorse necessarie e stabilendo un piano di azione.

La pianificazione aziendale strategica include diversi passaggi, tra cui l'analisi della concorrenza, la valutazione delle risorse interne e la definizione della mission e della vision dell'azienda. Inoltre, è importante stabilire degli indicatori di performance per monitorare i progressi e apportare le necessarie correzioni. La pianificazione strategica aiuta le imprese a essere più competitive e a raggiungere i loro obiettivi a lungo termine.

Per implementare con successo la pianificazione aziendale strategica, è fondamentale avere una visione chiara degli obiettivi e delle strategie, nonché una comunicazione efficace all'interno dell'organizzazione. Inoltre, è importante essere in grado di adattarsi alle condizioni di mercato in continua evoluzione.

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

Semplifica la tua contabilità con soluzioni innovative

La gestione della contabilità può essere un'attività complessa e noiosa per molte aziende e professionisti. Tuttavia, con l'avanzare della tecnologia, è possibile semplificare questo processo grazie a soluzioni innovative. Le soluzioni di contabilità online, ad esempio, offrono una piattaforma centralizzata per gestire tutte le attività contabili, dalle fatture alle paghe, fino alla gestione dei costi.

Queste soluzioni consentono di automatizzare molti processi, riducendo così gli errori umani e il tempo necessario per la gestione della contabilità. Inoltre, offrono una visione d'insieme completa dei dati finanziari, consentendo di prendere decisioni informate e strategiche. Le soluzioni di contabilità innovative possono anche aiutare a rispettare le norme e le leggi fiscali, riducendo il rischio di errori e sanzioni.

Una delle caratteristiche più importanti di queste soluzioni è la scalabilità, che consente di adattarsi alle esigenze dell'azienda in crescita. Inoltre, la sicurezza dei dati è garantita da sistemi di crittografia avanzati e da backup regolari. Per avere un'idea più chiara di come funzionano queste soluzioni, è possibile consultare immagini e grafici che illustrano i diversi processi.

Esempio di soluzione di contabilità

Riduzione dei costi attraverso l'analisi dettagliata

La riduzione dei costi è un obiettivo fondamentale per molte aziende, poiché può aiutare a migliorare la rentabilità e a mantenere la concorrenza sul mercato. Una delle strategie più efficaci per raggiungere questo obiettivo è l'analisi dettagliata dei costi.

Questo approccio consiste nell'esaminare attentamente tutti gli aspetti della catena di valore dell'azienda, dalla produzione alla distribuzione, per identificare le aree in cui è possibile ridurre i costi senza compromettere la qualità dei prodotti o servizi offerti. L'analisi dettagliata può aiutare a rilevare inefficienze, sprechi e aree di miglioramento, consentendo all'azienda di ottimizzare i processi e di ridurre i costi in modo significativo.

Alcune delle aree in cui l'analisi dettagliata può essere particolarmente utile includono la gestione delle scorte, la logistica e la gestione dei fornitori. Ad esempio, un'azienda può utilizzare l'analisi dettagliata per identificare i fornitori più costosi e negoziare prezzi migliori, o per ottimizzare la gestione delle scorte per ridurre gli stock e i costi di stoccaggio.

Riduzione dei costi

Rapporti finanziari chiave per il successo aziendale

Il successo di un'azienda dipende da molti fattori, ma uno degli aspetti più importanti è la gestione dei rapporti finanziari. Questi rapporti forniscono una visione completa della situazione finanziaria dell'azienda e aiutano i dirigenti a prendere decisioni informate.

I rapporti finanziari più importanti per il successo aziendale includono il bilancio, il conto economico e il conto di cassa. Il bilancio fornisce una visione generale della situazione finanziaria dell'azienda, mentre il conto economico mostra i ricavi e le spese dell'azienda nel corso di un periodo di tempo. Il conto di cassa, invece, mostra la liquidità dell'azienda e la sua capacità di pagare i debiti.

È fondamentale anche analizzare i ratio finanziari, come il ritorno sul capitale investito (ROI) e il rapporto debito/patrimonio. Questi ratio aiutano a valutare la performance finanziaria dell'azienda e a identificare aree di miglioramento.

Grafico dei rapporti finanziari

Inoltre, è importante monitorare i flussi di cassa e gestire i rischi finanziari per assicurarsi che l'azienda abbia sempre sufficiente liquidità per operare. La gestione dei rapporti finanziari è un'attività continua che richiede attenzione e cura per garantire il successo a lungo termine dell'azienda.

Concludiamo l'articolo sulle Strategie di Successo per la gestione efficiente delle finanze aziendali. Abbiamo esplorato le migliori pratiche per ottimizzare la gestione finanziaria e raggiungere l'eccellenza aziendale. Speriamo che queste informazioni siano state utili per aiutarti a migliorare la tua strategia di gestione finanziaria e a raggiungere i tuoi obiettivi aziendali.

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