  Group Theory has become an invaluable tool in the physics community. Despite
numerous introductory books, the subject remains challenging for beginners.
Mathematica has emerged as a popular tool for research and education, offering
various packages and built-in tools for Group Theory. However, these resources
are often too scattered for effective educational use. This work aims to
provide a comprehensive source to help beginning students grasp Group Theory
concepts and their applications from a physicist's perspective, while also
building familiarity with symbolic language. We present several example
notebooks that succinctly cover well-known theories and demonstrate specific
concepts, which can be easily adapted for educational purposes. We provide
basic examples on finite, compact and non-compact groups, and motivate the use
of these concepts in solving physics problems such as addition of angular
momenta, modelling a system of qubits and the description of spacetime
transformations.
