Not understanding the question.

Why a solution of a word problem should be checked using the original wording of the problem and not the equation written from the wording.

This isn't a question.

This is a statement, telling you why a solution to a word problem should be checked to the original wording of the problem versus the equation written for the problem.

This is because the equation, derived from the wording of the problem, could be wrong.

When solving a word problem, it is important to check the solution using the original wording of the problem rather than the equation that was written based on the problem. This ensures that the solution actually makes sense in the context of the original problem.

Here's why you should follow this approach:

1. Language and Context: Word problems are presented with specific language and context that provide important clues and constraints. The original wording helps to capture these nuances that may not be fully conveyed in the equation alone. By referring back to the original wording, you can verify whether the solution aligns with the given information and remains consistent with the problem's context.

2. Understanding the Problem: Often, word problems require interpreting information and setting up equations to represent the given situation. During this process, it is possible to misinterpret or overlook certain details. By going back to the original wording, you can confirm that you have understood the problem correctly and accounted for all the necessary information.

3. Addressing Ambiguities: Word problems may sometimes include ambiguous or unclear wording that can influence the interpretation of the problem and the equation that is set up. By checking the solution against the original wording, you can ensure that any potential ambiguities are resolved in a way that makes sense within the given context.

4. Real-World Relevance: Many word problems aim to represent real-world scenarios. Checking the solution using the original wording helps to ensure that the solution has a practical and meaningful interpretation in the context of the problem. This step prevents you from accepting mathematically valid but nonsensical answers.

In summary, checking the solution using the original wording of a word problem is important because it helps to confirm that the solution is consistent with the given information, accurately reflects the problem's context, resolves any ambiguities, and provides a practical interpretation in real-world scenarios.