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Why does the fault section between the Santa Cruz mountains and Parkfield has a very low probability of an earthquake?
Wiki User
∙ 12y ago
because it doesn't have very much plate forms around it
Wiki User
∙ 12y ago
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What can you infer about why the probability of an earthquake is so high in the Park field area?
the first section between a santa cruz mountains and park wailed has a very slow low-probability geologist known as this area has experienced very little damage in seismic activity in this as they also found that the blocks are rocks in this section moves slowly continually why would slogan tonal movement lead geologist to give the section a low probability?
What is the connection between seismic waves and an earthquake?
A seismic wave is created by a earthquake.
What is the difference between earthquake forecast and earthquake prediction?
The difference between a earthquake forecast and an earthquake prediction us that an earth quake forecast is when people say whats gonna happen and a prediction is what scientist think what might happen.
What are low land between mountains and hills?
A valley is the low area between two mountains or hills.
What low lands are between mountains or hills?
The low lands between hills or mountains is called a valley.
Why do geologists conclude that blocks of rocks between the santa cruz mountains and the parkfield area has a low probability of an earthquake because the rocks move slowly and continnually?
That area has few plate forms around it.
When did earthquakes first became predicted?
Currently earthquakes can not exactly be predicted, scientists can estimate the probability that an earthquake of a given size will affect a given location over a certain number of years, but it's still not possible to actually know if or when an earthquake will occur.China began trying to predict earthquakes in the 1970s but it was not so successful, they issued over 30 false predictions and only 2 correct ones. Japan attempted predictions around the same time which ultimately failed when an earthquake struck the city of Kobe in 1995. Several predictions were made by other countries throughout the 70-90s but almost all were entirely inaccurate.A good example of this would be the Parkfield earthquake prediction,the USGS predicted an earthquake to occur in Parkfield California between 1985 and 1993, this prediction was based upon regularly occurring earthquakes in the area in the early 1900s. These failed to occur but an earthquake did occur in that same area in 2004, showing some regularity in earthquakes, making predictions slightly more plausible.So, to date the only prediction method available is probability.
What can you infer about why the probability of an earthquake is so high in the Park field area?
the first section between a santa cruz mountains and park wailed has a very slow low-probability geologist known as this area has experienced very little damage in seismic activity in this as they also found that the blocks are rocks in this section moves slowly continually why would slogan tonal movement lead geologist to give the section a low probability?
Is there an relationship between earthquake zones and topography?
Yes, active faults may appear on the surface in the form of mountains and valleys. This tends to be the result of fault movement/earthquake activity over millions of years.
Can -0.32 be a probability?
No, -0.32 can not be a probability. Probability ranges between 0 and 1.
What is sequence in probability?
There is no relationship between sequences and probability.
Can -1 be a probability?
no it can be probability can be between 0 to 1.
Can -49 be a probability?
No it can not; probability must be between 0 and 1, inclusive.
What is the difference between probability and actuality?
probability is a guess and actuality is what will happen
What is difference between proportion and probability?
Proportion is the probability of a selected sample. probability is the true probability of all cases. If this is not what you are looking for then please specify.
What happens to the probability of observing a t-random variable between -2 and 2 as you increase the degrees of freedom?
The probability increases.The probability increases.The probability increases.The probability increases.
What is the relationship between the probability of a simple event and its complement?
If the probability of an event is p, then the complementary probability is 1-p.
