Strategie di Successo: Come Le Aziende in Crescita Possono Sfruttare la Ricerca di Mercato per Aumentare la Competitività

Le aziende in crescita hanno bisogno di strategie di successo per aumentare la loro competitività nel mercato. Una delle chiavi per raggiungere questo obiettivo è la ricerca di mercato, che consente di comprendere meglio i bisogni dei clienti e di identificare le opportunità di crescita. In questo contesto, è fondamentale sviluppare piani di azione efficaci per sfruttare al meglio le informazioni raccolte e aumentare la presenza sul mercato.

Ricerca di mercato per aziende in crescita

La ricerca di mercato è un'attività fondamentale per le aziende in crescita, poiché consente di comprendere meglio il mercato e le esigenze dei clienti. Questo tipo di ricerca aiuta a identificare le opportunità e le minacce che potrebbero influenzare la crescita dell'azienda.

La ricerca di mercato può essere condotta attraverso diverse tecniche, come ad esempio la raccolta di dati attraverso sondaggi, interviste e questionari, o l'analisi di dati secondari come rapporti di mercato e studi di settore. È importante che le aziende in crescita investano tempo e risorse nella ricerca di mercato per avere una visione chiara del mercato e poter prendere decisioni informate.

Una buona ricerca di mercato dovrebbe fornire informazioni utili su clienti, concorrenti e tendenze di mercato. Ciò può aiutare le aziende a sviluppare strategie efficaci per raggiungere i loro obiettivi e a migliorare la loro posizione sul mercato. Inoltre, la ricerca di mercato può aiutare a identificare nuove opportunità di business e a ridurre i rischi associati alla crescita dell'azienda.

Ricerca di mercato

La segmentazione del mercato per aumentare la competitività aziendale

La segmentazione del mercato è una strategia fondamentale per aumentare la competitività aziendale. Consiste nell'identificare e raggruppare i clienti in base alle loro caratteristiche e preferenze, al fine di creare offerte personalizzate e mirate. Questo approccio consente alle aziende di differenziarsi dalla concorrenza e di aumentare la propria quota di mercato.

La segmentazione del mercato può essere effettuata in base a diversi criteri, come ad esempio l'età, il reddito, la geografia o le abitudini di acquisto. In questo modo, le aziende possono creare prodotti e servizi che rispondano alle esigenze specifiche di ciascun segmento di mercato.

Una volta identificati i segmenti di mercato, le aziende possono utilizzare diverse strategie di marketing per raggiungere e coinvolgere i clienti. Ad esempio, possono utilizzare la pubblicità o le campagne di marketing per promuovere i propri prodotti e servizi.

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La segmentazione del mercato è un processo continuo che richiede la raccolta e l'analisi di dati per comprendere le esigenze e le preferenze dei clienti. Le aziende devono essere in grado di adattarsi rapidamente ai cambiamenti del mercato e di modificare le proprie strategie di conseguenza.

Tendenze di mercato in continua evoluzione

Le tendenze di mercato sono in continua evoluzione, influenzate da fattori come la tecnologia, la demografia e le preferenze dei consumatori. Queste tendenze possono avere un impatto significativo sulle strategie di marketing e di vendita delle aziende.

Una delle principali tendenze di mercato attuali è la digitalizzazione, che sta cambiando il modo in cui le persone acquistano e interagiscono con le aziende. La tecnologia digitale sta anche influenzando la logistica e la catena di approvvigionamento, rendendo più efficienti e veloci i processi di produzione e distribuzione.

Un'altra tendenza di mercato importante è la sostenibilità, che sta diventando sempre più importante per i consumatori. Le aziende che adottano pratiche sostenibili e ecologiche possono beneficiare di una maggiore fiducia e lealtà da parte dei clienti.

Grafico delle tendenze di mercato

Inoltre, la globalizzazione sta creando nuove opportunità per le aziende che vogliono espandersi in mercati esteri. La connettività e la comunicazione sono fondamentali per raggiungere e servire i clienti in tutto il mondo.

Le aziende che vogliono rimanere competitive devono essere in grado di adattarsi rapidamente alle tendenze di mercato in continua evoluzione. Ciò richiede una strategia di marketing flessibile e una capacità di innovare e di sperimentare nuove soluzioni.

Tattiche innovative per il successo aziendale attraverso strategie di marketing efficaci

Le tattiche innovative rappresentano un elemento fondamentale per il successo aziendale, in particolare quando si tratta di strategie di marketing efficaci. In un mercato sempre più competitivo, le aziende devono essere in grado di adattarsi rapidamente alle esigenze dei clienti e di differenziarsi dalla concorrenza. Una strategia di marketing ben pianificata può aiutare le aziende a raggiungere i propri obiettivi e a mantenere una posizione competitiva sul mercato.

Alcune delle tattiche innovative più efficaci per il successo aziendale includono l'utilizzo dei social media per raggiungere i clienti e promuovere i prodotti o servizi, l'implementazione di campaign di email marketing personalizzate e l'utilizzo di dati e analisi per ottimizzare le strategie di marketing. Inoltre, l'uso di tecnologie emergenti come l'intelligenza artificiale e il machine learning può aiutare le aziende a migliorare la loro capacità di analizzare i dati e di prendere decisioni informate.

Tattiche innovative per il successo aziendale

Le strategie di marketing efficaci devono essere basate su una profonda comprensione delle esigenze e dei comportamenti dei clienti. Ciò richiede la raccolta e l'analisi di dati sui clienti, nonché la creazione di contenuti rilevanti e interessanti per loro. Inoltre, le aziende devono essere in grado di misurare e valutare l'efficacia delle loro strategie di marketing, in modo da poter apportare modifiche e miglioramenti continuamente.

Il successo delle aziende in crescita dipende dalla loro capacità di sfruttare la ricerca di mercato. La comprensione dei bisogni dei clienti e dell'andamento del mercato è fondamentale per aumentare la competitività. Le aziende possono utilizzare la ricerca di mercato per sviluppare strategie di successo e raggiungere i loro obiettivi. In questo modo, possono mantenere la loro posizione sul mercato e continuare a crescere.

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