![]() ![]() Xcas has the ability of a scientific calculator that provides show input and writes pretty print.Here is a brief overview of what Xcas is able to do: ĬmathOOoCAS, an plugin which allows formal calculation in Calc spreadsheet and Writer word processing, uses Giac to perform calculations. There is a forum for questions about Xcas. Among other things, Xcas can solve equations (Figure 3) and differential equations (Figure 4) and draw graphs. Giac is used in SageMath for calculus operations. Users can use Giac/Xcas to develop formal algorithms or use it in other software. Xcas has a compatibility modes with many popular algebra systems like WolframAlpha, Mathematica, Maple, or MuPAD. Giac can be used directly inside software written in C++. Xcas is a user interface to Giac, which is an open source computer algebra system (CAS) for Windows, macOS and Linux among many other platforms. Probably more relevant for university courses, but WA also diagonalizes matrices/finds their Jordan canonical form.Figure 3. ![]() So a regular plot like plot x^2 from -5 to 1 becomes Plot (opens new window) gives 0, 0, 0, -3.642, 68.64. When plotting functions, we don't always want the range that WA suggests, so plot x^2 from -5 to 1 (opens new window) would change the range from the default to the interval from -5 to 1.įor simpler plots, writing in plain English what we want works just fine, but for more complex or intricated plots, we will be better of using the Mathematica syntax. ![]() There are several different types of plots you can ask WA to do, but perhaps the most basic one would be to plot a simple function from the reals to the reals, like plotting x^2 (opens new window), which can be done by typing in plot x^2 or plot Power. Trigonometric functions have the usual names, but capitalized for example, Tan, Sin, ArcCos are respectively the tangent, sine and arc-cosine functions.The logarithm and the exponential function are respectively written as Log and Exp.The factorial operator can be written as n! or as Factorial.The square root is Sqrt, and the n-th root of x is given by Root, so the cubic root of 8 would be found by typing in Root (opens new window).To find the remainder of a division, either type in x mod m or use Mod.The power operator ^, used as x^y, which can also be used as Power.The usual addition +, subtraction -, multiplication * and division /.WolframAlpha can, of course, be used as a pretty advanced calculator. One final very important hint is that if you have Mathematica, you can get step-by-step solutions to limits, integrals and derivatives (only to name a few) by starting a command with =. This is relevant because WA supports a subset of Mathematica's functions. ![]() So if you click this -> What is the 345th decimal place of pi (opens new window) you will see what WA answered me when I asked for the 345th decimal place of pi (it's 5, by the way).Īnother important thing to notice is that you don't have to follow a strict syntax when asking things to WA, even though the more you can facilitate WA's life, the better.Īlso note that Mathematica - the language developed by the creators of WA -, uses for function calls, instead of (), and all function names are capitalized, so Sqrt would give you the usual square root function, that in many languages would probably be used as sqrt(n). Through this guide, blue letters with a gray background give a link to a WA query. For example, following this link (opens new window) you can see what WA told me when I asked him who the US president is. Whenever you input something into WA, you get the link of your query, so that you can actually share what you asked and the answer given pretty easily. WolframAlpha's knowledge engine can be accessed online through (opens new window) but if you have access to a license, perhaps through your university/research center/company, you might want to install Wolfram Mathematica (opens new window), "a modern technical computing system spanning most areas of technical computing - including neural networks, machine learning, image processing, geometry, data science, visualizations, and others". WolframAlpha is most notable for its capabilities regarding mathematics and it can be a very powerful tool to help you with your computations. WolframAlpha (opens new window) (WA) is a computational knowledge engine, which is a very fancy way of saying that WolframAlpha is a platform that can answer your questions. Object detection based on Deep Learning.Object Instance Segmentation using TensorFlow Framework and Cloud GPU Technology.Introduction to Computer Vision using OpenCV and Python.Demystification of the key concepts of AI and ML. ![]()
0 Comments
Leave a Reply. |
AuthorWrite something about yourself. No need to be fancy, just an overview. ArchivesCategories |