"Unlocking Instant Sales: The Million Dollar Point Technique Revealed"

Discover the secret to unlocking instant sales with the Million Dollar Point Technique. This powerful method has been used by top marketers to boost their sales and increase their revenue. In this revealing guide, you'll learn how to capture the attention of potential customers and convert them into paying clients. Watch the video below to learn more about this game-changing technique.

Million Dollar Point Technique Boosts Sales Instantly

The Million Dollar Point Technique is a sales strategy that has been used by top sales performers to boost their sales instantly. This technique is based on the idea of identifying and highlighting the key benefits of a product or service that resonate with the customer's needs and desires. By using this technique, salespeople can create a strong emotional connection with their customers, build trust, and ultimately drive sales.

So, what is the Million Dollar Point Technique Simply put, it involves identifying the most important benefit of a product or service that will have the greatest impact on the customer's life or business. This benefit is often referred to as the "million dollar point" because it has the potential to generate significant revenue and drive sales. The technique involves emphasizing this key benefit throughout the sales process, using storytelling, examples, and testimonials to bring it to life and make it more relatable to the customer.

The Million Dollar Point Technique is based on several key principles, including understanding the customer's needs, identifying the key benefits of the product or service, and creating an emotional connection with the customer. By following these principles, salespeople can use the technique to boost their sales and achieve their targets. For example, a salesperson selling a software solution might use the Million Dollar Point Technique to highlight how the software can help the customer streamline their operations, reduce costs, and increase productivity.

One of the key advantages of the Million Dollar Point Technique is that it allows salespeople to differentiate themselves from their competitors and stand out in a crowded market. By focusing on the key benefits of the product or service, salespeople can create a unique value proposition that resonates with the customer and sets them apart from other salespeople. This can be particularly effective in industries where the products or services are similar, and the customer is looking for a salesperson who can provide a unique perspective and added value.

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

In addition to its many benefits, the Million Dollar Point Technique also has several applications in different industries and sales contexts. For example, it can be used in B2B sales to highlight the benefits of a product or service to a business, such as increased efficiency, cost savings, or improved customer satisfaction. It can also be used in B2C sales to emphasize the benefits of a product or service to an individual consumer, such as improved health, increased convenience, or enhanced entertainment.

Another key application of the Million Dollar Point Technique is in digital marketing, where it can be used to create effective sales copy, landing pages, and email campaigns. By identifying the key benefits of a product or service and emphasizing them in the marketing materials, businesses can drive more sales and revenue from their digital marketing efforts. For example, a business might use the Million Dollar Point Technique to create a landing page that highlights the benefits of a new product, such as a free trial or a limited-time discount.

Overall, the Million Dollar Point Technique is a powerful sales strategy that can help salespeople boost their sales and achieve their targets. By identifying and highlighting the key benefits of a product or service, salespeople can create a strong emotional connection with their customers, build trust, and drive sales. Whether you are a salesperson, a business owner, or a marketer, the Million Dollar Point Technique is a valuable tool that can help you achieve your goals and succeed in your industry.

En conclusión, Unlocking Instant Sales revela la técnica del millón de dólares para aumentar las ventas. Esta técnica efectiva ayuda a los empresarios a cerrar tratos y aumentar su ingreso. La clave del éxito radica en comprender las necesidades del cliente y ofrecer soluciones personalizadas. Con esta técnica, cualquier negocio puede aumentar sus ventas y alcanzar el éxito financiero.

Laura Thomas

Hello, I'm Laura, an expert author on FlatGlass, your go-to website for loans and financial information. With years of experience in the finance industry, I provide insightful articles and tips to help you make informed decisions about your finances. Whether you're looking for advice on managing debt, understanding interest rates, or comparing loan options, I'm here to guide you every step of the way. Trust me to help you navigate the complex world of finance with clarity and confidence.

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