This is false about the relational understanding of mathematics?

Question: This is false about the relational understanding of mathematics?

Relational understanding in mathematics involves grasping the underlying concepts and connections between different mathematical ideas, rather than just memorizing rules and procedures. It emphasizes comprehension and the ability to apply knowledge flexibly in various contexts. This approach helps learners see the bigger picture and understand why certain methods work, leading to deeper and more meaningful learning. In contrast, instrumental understanding focuses on rote learning and the application of rules without necessarily understanding the reasons behind them.

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