Like many other scales in science, Richter scale is not linear. This means that an earthquake of magnitude 6 does not have one and half times the destructive energy of an earthquake of magnitude 4. In fact, an increase of 2 in magnitude means 1000 times more destructive energy. Therefore, an earthquake of magnitude 6 has thousand times more destructive energy than an earthquake of magnitude 4.
Using Mathematics, how can you compare, the reading on the Richter scale and the destructive energy produced by an earthquake? Support your answer with explanation.

Richter Scale is Base 10-Logrithmic scale.Formula  ML=log10A-log10A0(δ)where A is maximum excursion of seismograph and A0 is emprical function depends on distanceEnergy releases of an Earthquake is 3/2 power of shaking amplitude.So with difference of 1 energy release is 31.6(101.0)3/2,similarly difference in magnitude of 2=1000(102)3/2

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