By Proportional Analysis
By Dimensional Analysis
Discussion: The proportion analysis technique requires setting up, cross-multiplying, and solving for the unknown variable 3 separate times. In the end two intermediate results must be set as a ratio to get the final answer. Intermediate results introduce the risk of inappropriate rounding that may introduce significant error into the final calculation. With the dimensional analysis technique a single equation is set up and all intermediate results are automatically held in the calculator’s memory to at least 8 decimal places so that a chance for error is eliminated. Also, a final ratio does not need to be set up, as with the proportion analysis technique. Instead a single universal approach is used.
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