The Richter Scale reading of an earthquake is based on a logarithmic equation. Suppose: A log Ao () R where A the measure of the amplitude of the earthquake wave Ao the amplitude of the smallest detectable wave (or standard wave). 0.2223 while the smallest detectable wave Ao is An earthquake is measured with a wave amplitude A measured at 0.0001 cm. What is the magnitude of this earthquake using the Richter scale, to the nearest tenth? on the Richter scale. The earthquake registered

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Chapter6: Exponential And Logarithmic Functions
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The Richter Scale reading of an earthquake is based on a logarithmic equation. Suppose:
R = log
Ao
where
A- the measure of the amplitude of the earthquake wave
Ao the amplitude of the smallest detectable wave (or standard wave).
An earthquake is measured with a wave amplitude A = 0.2223 while the smallest detectable wave An is
measured at 0.0001 cm. What is the magnitude of this earthquake using the Richter scale, to the nearest
tenth?
on the Richter scale.
The earthquake registered
Transcribed Image Text:The Richter Scale reading of an earthquake is based on a logarithmic equation. Suppose: R = log Ao where A- the measure of the amplitude of the earthquake wave Ao the amplitude of the smallest detectable wave (or standard wave). An earthquake is measured with a wave amplitude A = 0.2223 while the smallest detectable wave An is measured at 0.0001 cm. What is the magnitude of this earthquake using the Richter scale, to the nearest tenth? on the Richter scale. The earthquake registered
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