As we know, the GeoGebra application offers a lot of options for solving mathematical problems. Due to the overflow of materials that GeoGebra covers and the commands it contains, in this paper we have chosen typical examples that present some of those commands. First, we reviewed the commands related to geometry, and then those related to algebra and analysis, and at the end to probability. In the chapter Geometry we have shown how to create a tool with which we can further easily construct shapes. A part that is ideal for the teaching of mathematics is certainly a representation of a rotating shape. It is often unclear to students which shape is created when a polygon rotates around an axis, so to clarify that to them we can show the rotation of the polygon with GeoGebra. The problem of tangent, when determining the derivation of a function, can be visualized to students as we have shown in the chapter Algebra and analysis, as well as how to calculate a definite integral. The last chapter, Probability, refers to the material that we may not immediately associate with GeoGebra, but it can be displayed in this program. GeoGebra offers a spreadsheet similar to the one in Excel in which we can run the same simple problems. Also, we have shown in concrete examples how the probability calculator is used. Perhaps the most interesting part of the chapter Probability is the part that refers to the geometric probability. If we explain lessons of the geometric probability to students by using GeoGebra, they can easily visualize the problem and come up with solutions. This paper is a cross section of some GeoGebra commands. Other commands and features offered by GeoGebra can be easily found on the official pages of this program ( https://www.geogebra.org/materials) where some of the already finished works are available and can be used freely in the class.