WHAT IS THE MAGNITUDE OF EARTHQUAKE THAT IS 10000 TIMES MORE INTENSE THAN A STANDARD EARTHQUAKE
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Solution:-
I did not understand that what do you want to ask. By the way I have tried my best to answer the question.
The Richter Scale is based on the log of 10.
The Richter Scale of '0' is equivalent to the log of an earthquake with a magnitude of 10⁰.
The Richter Scale of '1' is equivalent to the log of an earthquake with a magnitude of 10¹.
The Richter Scale of '2' is equivalent to the log of an earthquake with a magnitude of 10².
The Richter Scale of '3' is equivalent to the log of an earthquake with a magnitude of 10³.
The Richter Scale of '4' is equivalent to the log of earthquake with a magnitude of 10⁴.
Richter Scale of '0' = log(10⁰) = log(1) = earthquake with a magnitude of 1.
Richter Scale of '1' = log(10¹) = log(10) = earthquake with a magnitude of 10.
Richter Scale of '2' = log(10²) = log(100) = earthquake with a magnitude of 100.
Richter Scale of '3' = log(10³) = log(1000) = earthquake with a magnitude of 1000.
Richter Scale of '4' = lof(10⁴) = log(10000) = earthquake with a magnitude of 10000.
So, at Richter Scale of '4' the magnitude of the earthquake will be 10000 times the standard earthquake i.e. magnitude of 1.
I did not understand that what do you want to ask. By the way I have tried my best to answer the question.
The Richter Scale is based on the log of 10.
The Richter Scale of '0' is equivalent to the log of an earthquake with a magnitude of 10⁰.
The Richter Scale of '1' is equivalent to the log of an earthquake with a magnitude of 10¹.
The Richter Scale of '2' is equivalent to the log of an earthquake with a magnitude of 10².
The Richter Scale of '3' is equivalent to the log of an earthquake with a magnitude of 10³.
The Richter Scale of '4' is equivalent to the log of earthquake with a magnitude of 10⁴.
Richter Scale of '0' = log(10⁰) = log(1) = earthquake with a magnitude of 1.
Richter Scale of '1' = log(10¹) = log(10) = earthquake with a magnitude of 10.
Richter Scale of '2' = log(10²) = log(100) = earthquake with a magnitude of 100.
Richter Scale of '3' = log(10³) = log(1000) = earthquake with a magnitude of 1000.
Richter Scale of '4' = lof(10⁴) = log(10000) = earthquake with a magnitude of 10000.
So, at Richter Scale of '4' the magnitude of the earthquake will be 10000 times the standard earthquake i.e. magnitude of 1.
Answered by
6
Answer:
for 10,000 the answer is 4
for 5,011 the answer is 3.7
Step-by-step explanation:
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