Which study strategy can help improve understanding in the Arithmetic Reasoning section?

Practicing word problems regularly is an effective study strategy for improving understanding in the Arithmetic Reasoning section. This approach helps students apply mathematical concepts to real-life scenarios, thereby enhancing their problem-solving skills and critical thinking. Word problems often require the application of various arithmetic operations, allowing students to see how different concepts interconnect.

By focusing on word problems, students become familiar with the language and structure used in these types of questions, which can aid in interpreting and solving them accurately during the actual test. Additionally, this practice helps in developing the ability to break down complex problems into manageable steps, making it easier to find solutions.

On the other hand, while practicing multiple-choice questions can familiarize students with the test format, it may not deepen their understanding of mathematical principles. Memorizing formulas can be helpful, but without practical application through word problems, students may struggle to discern when and how to use those formulas effectively. Lastly, relying on calculators might inhibit the development of essential mental math skills that are necessary for mastering arithmetic reasoning.