Question: If you find a problem difficult because you can't figure out how to get from here to there, focus on writing a unit map. Identify

If you find a problem difficult because you can't figure out how to get from "here" to "there", focus on writing a unit map. Identify what was "given" and what you "want" and how they are related, what unit do they have in common. Don't be afraid to explore some possibilities, if you don't get the right units at the end, simply try again. Sometimes just putting in the units without any numbers helps you identify the missing pieces of information that you need to know. After finding the correct path for the units, then try inserting the numbers. You might be thinking . . . "Can I show a bunch of one-step conversions instead of writing out a long, multi-step conversion?" Ultimately, it doesn't matter, as you will come up with the same answer; however, there are three advantages to setting up one large conversion. 1. Setting up one large conversion allows you to check that the units cancel out. 2. If you show steps separately and round-off your answer at each step, by the time you get to the end, you will have accumulating rounding errors so that your answer does not match the final answer. 3. In re-writing answers and numbers off your calculator, that can introduce error: if you accidentally forget a number, move a decimal or flip-flop two numbers, etc ... Let's practice! Multi-step unit conversions For the first question, a track is already set up, for the rest, you will need to draw your own. Show all work clearly. 1) Convert 1 millisecond to hours Before starting, complete t

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