How many times greater in magnitude is an earthquake that measures 7.0 on the Richter scale as opposed to one that measures 3.0?

An earthquake that measures a 7.0 on the Richter scale will be roughly 10,000 times greater than one that measures a 3.0, in accordance with the math behind the Richter scale.

The Richter scale is a scale designed by Charles Richter many years ago. This scale is used to measure the local magnitude of earthquakes using a logarithmic model. Due to this, when we change from one magnitude to another magnitude just one level higher, we are accounting for a 10 fold increase in the force of the earthquake.

For this reason, we can confirm that an earthquake that measures a 7.0 on this scale is 10 thousand times more powerful than one that measures a 3.0. This is given the nature of the scale itself, for every level that we increase we must multiply the force by ten.

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analyze the map below and answer the question that follows.

what does the map above tell us about the endemity of typhoid fever?

a.

there is greater occurrence of the disease in the western hemisphere.

b.

there is greater occurance of the disease in the northern hemisphere.

c.

countries located in equatorial regions are more likely to have incidents of typhoid fever.

d.

typhoid fever is more rampant among caucasian populations.

christianity is the most common religion in poland among the polish.