The Magnitude of Magnitude
This engraving shows Lisbon, Portugal in flames and being inundated by tsunami after the November 1, 1755 earthquake. There were no seismographs around, so the magnitude is estimated to have been between 8.5 and 9.0.
Why It Matters
 Earthquake magnitude measures the energy it releases.
 Magnitude is measured on an exponential scale: a gain in one whole number is an increase of 33times the amount of energy released.
 The Richter Magnitude scale measures the amplitude of the largest wave (shaking amplitude). Each whole number increase in shaking amplitude is a factor of 10.

 As scientists refine numbers, a reported earthquake magnitude may change.
 These days, earthquake magnitudes are reported on the Moment Magnitude Scale.
Can You Apply It?
With the links below, learn more about earthquake magnitude. Then answer the following questions.
 Space.com, Earthquake: What Does ‘Magnitude’ Mean?: http://www.youtube.com/watch?v=yNN7eDXzlMo
 UPSeis: Earthquake Magnitude Scale & Classes: http://www.geo.mtu.edu/UPSeis/magnitude.html
 USGS, How much bigger is a magnitude 8.7 earthquake than a magnitude 5.8 earthquake? (Use the “Try it Yourself” Calculator): http://earthquake.usgs.gov/learn/topics/how_much_bigger.php
 In the video, the difference from one magnitude to the next is 33times. Which scale are they using?
 How much more energy is released by an earthquake that is three whole numbers bigger than another earthquake? Show the math.
 In the video, on the image with circles for earthquake magnitudes, a 9.5 in Chile is the largest quake. Where is the 5.8 in Virginia on that image? Why?
 The 1755 Lisbon earthquake is estimated to have been between magnitude 8.5 and 9.0. How many times more energy would be released if it were 9.0 than 3.5?