What is a common method for practicing numerical reasoning for the CFAT?

Completing math problems and practice tests is a well-established method for honing numerical reasoning skills. This approach allows individuals to engage directly with mathematical concepts, apply problem-solving techniques, and receive immediate feedback on their performance. By working through various types of numerical problems, test-takers become familiar with the format and level of difficulty they may encounter on the CFAT, which can build confidence and improve their speed and accuracy under test conditions. Additionally, practice tests simulate the real exam environment, helping individuals manage time effectively and develop strategies for maximizing their performance.

While the other options provide valuable learning opportunities, they do not involve the direct application and practice of numerical reasoning in the same way. Listening to audio lectures and watching documentaries may enhance understanding but lack the interactive component crucial for developing problem-solving skills. Discussing concepts in groups can be beneficial for reinforcing knowledge but does not provide the hands-on practice essential for mastering numerical reasoning.