Convert the ingredients in your recipe from its original imperial units into metric units, Measurements Help-Brief, assignment help

To start this week’s Discussion pick out a simple recipe that is given in the English Imperial system (select one from the internet if you do not have one of your own) and address the following questions:

  1. Convert the ingredients in your recipe from its original imperial units into metric units. Post both the original and converted recipe in the same post so that your classmates and instructor can look at the differences. There is no need to post the preparation or cooking instructions — only the ingredients.
  2. Was it difficult to make the conversion from one system of units to the other? Why, or why not?
  3. Time to shift your focus to another system of measurements. Now, use an online mapping program to find out how far you will have to travel to get to one of Kaplan’s graduation ceremonies (in Chicago, IL or Miami, FL) from your hometown. Approximately how far in miles and in kilometers will you have to travel?
  4. What if you wanted to know what the distance would be in smaller units? In the imperial system you could convert miles into yards and feet. Using SI units you could convert kilometers into meters and centimeters.
    1. Convert the data from question 3 into the number of feet and meters you will have to travel.
    2. Which system (Imperial or SI) did you find easier to calculate the smaller distances in? Why?
  5. Humans have used different systems of measurement throughout history. Do some research on your own, and find a unit of measurement that you did not know about before and give a brief description of its history. Explain how to convert it into a unit of measurement that people would be familiar with today.

Be sure to review the Discussion Board Grading Rubric provided in the Course Syllabus.

For help with citations, refer to the APA Quick Reference Guide.

Use this reference when referring to your text:

Trefil, J., & Hazen, R.M. (2013). The sciences: An integrated approach. Hoboken, NJ: John Wiley & Sons, Inc.

 
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