The post Advanced Polynomial Root Finder: Visualize and Solve Any Order Polynomial Equations appeared first on MATLAB Apps.
]]>In this video, we introduce you to our powerful new application that can solve any order polynomial equation and visualize both the curve and its roots. Unlike our previous apps, which were limited to second-order polynomial equations, this new app can handle any order polynomial equation and provide a precise list of all roots with any decimal places or precision.
But that’s not all, this app also offers a range of customization options, allowing you to fully configure the plots, lines, and points to match your preferences. Plus, it comes with a sleek dark theme, which is not only aesthetically pleasing but also better for visualizing the plots and equations.
One of the most exciting features of this app is its ability to convert polynomial coefficients to a polynomial equation and then render it using the LaTeX scripting language. The resulting equation is not only visually appealing but also easy to understand and use in other applications.
To make things even better, the app also includes a reference line at y=0, making it easier to identify the roots of the equation.
In this video, we showcase the final product of our work, highlighting the app’s key features and demonstrating how it can be used to solve complex polynomial equations. While we do not show the development process in this video, we provide links to download the project so that you can explore the code and customize the app to your liking.
Overall, this advanced polynomial root finder is a must-have tool for anyone working with polynomial equations. Try it out for yourself and see how it can simplify your work and improve your visualization of polynomial equations.
MATLAB App Installer (closed source):
Full MATLAB Project (open source):
The post Advanced Polynomial Root Finder: Visualize and Solve Any Order Polynomial Equations appeared first on MATLAB Apps.
]]>The post Polynomial Roots Finder – An App That Can Solve Any Order Polynomial Equation! appeared first on MATLAB Apps.
]]>In the video, attached above, we showcase an easy-to-use app that simplifies the process of finding roots for any order polynomial equation, whether they are real, imaginary, or complex.
Our app is designed to provide you with accurate and lightning-fast results, allowing you to focus on the larger picture of your work without getting bogged down in tedious calculations. The app’s user-friendly interface makes it accessible for anyone, from beginners to advanced mathematicians.
We take you through the entire process of using the app, from inputting your polynomial equation to analyzing the results. You’ll quickly see how powerful and effective this app is, saving you valuable time and energy that you can put towards other important tasks. So why wait? Say goodbye to manual root-finding and hello to effortless and accurate results with this amazing MATLAB app!
Full MATLAB Project (open source):
The post Polynomial Roots Finder – An App That Can Solve Any Order Polynomial Equation! appeared first on MATLAB Apps.
]]>The post Quadratic Equation Solver and Function Plotter appeared first on MATLAB Apps.
]]>In addition to finding roots, this app also has the capability to plot the quadratic function for any user-defined domain (i.e., between xmin and xmax). The plot is fully customizable, and the user can adjust the plot style, type, width, color, mark, grid transparency, grid color, and background color to suit their needs.
Built in MATLAB using app designer, this app is a valuable tool for students, educators, and anyone who needs to solve quadratic equations or visualize quadratic functions. With its intuitive user interface and powerful capabilities, this app can save time and effort while providing accurate and reliable results. Whether you are a beginner or an expert in quadratic equations, this app is an essential tool for your toolbox.
Full MATLAB Project (open source):
The post Quadratic Equation Solver and Function Plotter appeared first on MATLAB Apps.
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