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San Francisco or Bust - Thus making the numbers 4.1 and 3.7...

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San Francisco or Bust! Nathan Sullivan In this problem to friends are have a disagreement. One of the two is from San Francisco while the other is from New Guinea. They are in the midst of a heated discussion on which one has had the strongest Earthquake. The one from San Francisco was in a quake that read 7.1 on the Richter scale, while the other read a 6.7. The reader of this problem must find what of these was the strongest of the two, along with how much stronger it was. In order for the reader to find the power of these quakes they must take the rating of them and subtract 3 from the number. They must add 3 to find the Richter scale number and make it closer to a whole number. So in this problem the reader must subtract 3 from 7.1 and 6.7.
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Unformatted text preview: Thus making the numbers 4.1 and 3.7. After they have done this step they must then put the numbers to the power of ten (10^4.1 and 10^3.7). Once they have done this they will see the raw number of the quakes force. San Francisco’s number was 12,589.3 where New Guinea was 5,0111.9. With these numbers it is clear that San Francisco was the stronger of the two, now they must find how much stronger. In order to do this the reader is to divide the lager number by the smaller. So in this problem it would be 12,589.3 divided by 5,011.9. Which that number would be 2.5, making the quake in San Francisco 25times stronger then the one in New Guinea. I have neither given nor received nor tolerated the use of unauthorized aid....
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