Final answer:
To confirm the accuracy of a solution, substitute the computed values back into the original equation, ensuring that both numerical values and units are accurate. If the solution aligns with the known constants and units match, the solution is likely correct. Otherwise, an error must be identified and corrected.
Step-by-step explanation:
To verify the solution found in exercise 11, you should substitute the values obtained back into the original equation. This involves using these values in the equilibrium constant expression or the appropriate equation from the exercise. You must include the correct numerical values as well as their physical units. After the substitution, if the resultant value is consistent with the initial conditions or known constants, such as the equilibrium constant, then the solution can be considered correct. If the units do not match or the result is implausible, it is indicative of an error that needs to be corrected.
Checking your solution is a crucial step in problem-solving as it confirms the accuracy of your work. It provides assurance that the values computed follow the rules and laws applicable to the situation described in the exercise. Remember, checking your work also includes making sure that the units of your answer are correct as incorrect units can point to a mistake in the solution process.