An earthquake of magnitude 8.0 releases how much more energy than an earthquake of magnitude 6.0?
The Richter and Moment Magnitude scales are logarithmic. Each increase of one magnitude releases about 32 times more energy. From magnitude 6.0 to 8.0 is a two-step increase, so the energy released is 32 × 32 = 1,024 times more. ANSWER: (C) 1,024 times
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Many people confuse wave amplitude with energy. While a magnitude 8.0 quake has 100 times larger “shaking” amplitude than a 6.0, the actual energy released (the work done by the earthquake) follows a steeper curve. The jump from 6.0 to 8.0 represents a massive difference in destructive power; it is the difference between a moderate local event and a catastrophic regional disaster. This exponential growth explains why “Great” earthquakes (8.0+) are so rare but account for the vast majority of total seismic energy released globally over time.