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What is GPT-4? - How Does GPT-4 Work? - Key Features of GPT-4 - Applications of GPT-4 - The Future of GPT-4 and Beyond.

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What is GPT-4? GPT-4, or Generative Pre-trained Transformer 4, is the latest iteration of OpenAI’s advanced language model. Built on cutting-edge artificial intelligence (AI) technology, GPT-4 has become a significant milestone in natural language processing (NLP). With its ability to generate human-like text, understand complex queries, and solve problems across various domains, GPT-4 has applications that range from creative writing to scientific research. In this article, we’ll explore what GPT-4 is, how it works, its potential applications, and its implications for the future of AI and society. How Does GPT-4 Work? GPT-4 is a machine learning model trained on massive amounts of text data from diverse sources, such as books, websites, and other written content. It utilizes a transformer-based architecture, which processes input text in a way that captures context and relationships between words. By analyzing patterns and structures in this data, GPT-4 can: Under...
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The de-Broglie wavelength associated with a particle of mass m and energy E is h/2mE. The dimensional formula for Planck's constant is :

  The de-Broglie wavelength associated with a particle of mass m and energy E is h / 2 m E . The dimensional formula for Planck's constant is : Here is your right answer To determine the dimensional formula for Planck's constant, we will start by analyzing the given de-Broglie wavelength equation: λ = h 2 m E Here, λ is the wavelength, h is the Planck's constant, m is the mass of the particle, and E is the energy of the particle. First, let's derive the dimensional formula for each term involved: 1. Wavelength λ has the dimensional formula of length [ L ] . 2. Mass m has the dimensional formula M [ M ] . 3. Energy E has the dimensional formula of work, which is force times distance: MLT ML T [ E ] = [ F ] [ L ] = [ MLT − 2 ] [ L ] = [ ML 2 T − 2 ] . Now, let's rewrite the equation in terms of the dimensions: M ML T [ L ] = [ h ] 2 [ M ] [ ML 2 T − 2 ] Simplifying inside the square root: M M L T [ L ] = [ h ] 2 [ M ] [ M ] [ L 2...
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