It seems that you've referenced an image (es002-1.jpg) that I am unable to view. However, I can guide you through general steps for solving a typical conversion problem that may involve units, measurements, or numerical systems. Here are the steps you could take:
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Identify the Problem: Understand what needs to be converted. This could involve converting units of measurement (like inches to centimeters), currencies (like USD to EUR), or numerical systems (like binary to decimal).
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Establish the Conversion Factors: Determine the appropriate conversion factor to use. This factor is a numerical value that relates the value you have to the value you want. For example, if converting inches to centimeters, use the factor that 1 inch = 2.54 centimeters.
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Set Up the Equation: Create an equation using the conversion factor. Ensure that the units cancel out correctly as you perform the conversion. For example: \[ \text{Value in desired units} = \text{Value in original units} \times \text{Conversion factor} \]
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Perform the Calculation: Calculate the new value by multiplying or dividing as necessary. Make sure to maintain significant figures and rounded numbers based on the context of the problem.
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Check Your Work: After arriving at the new value, verify that it makes sense in the context of the problem. For example, if converting a long distance and the final number seems illogical, reevaluate your steps, ensuring you used the correct conversion factor.
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Express the Final Answer: Clearly present the final result, including the correct units. Ensure that your answer is formatted properly for clarity.
If you provide more specific details about what the conversion problem entails, I would be happy to tailor these steps to that particular problem.