Question: Logarithmic functions B. Use the equation to predict the Richter magnitude for The 1964 Alaska earthquake, one of the strongest on record, which released the
Logarithmic functions B. Use the equation to predict the Richter magnitude for The 1964 Alaska earthquake, one of the strongest on record, which released the energy of 5 billion tons of TNT ? An earthquake that would release the amount of solar energy Earth receives every day, 160 trillion tons of TNT Blasting done at a construction site that releases the energy of about 30 lb of TNT

WEB 4. Earthquake Problem: You can gauge the amount of energy released by an earthquake by its Richter magnitude, a scale devised by seismologist Charles F. Richter in 1935. The Richter magnitude is a base-10 logarithmic function of the energy released by the earthquake. These data show the Richter magnitude m for earthquakes that release energy equivalent to the explosion of x tons of TNT (tri-nitro-toluene). x (tons) m (Richter magnitude) 1,000 4.0 1,000,000 6.0 The director of the National Earthquake Service in Golden, Colorado, studies the seismograph display of a magnitude 75 earthquake. a. Find the particular equation of the common logarithmic function m - a + blog x that fits the two data points
Step by Step Solution
There are 3 Steps involved in it
Get step-by-step solutions from verified subject matter experts
