Differentiate the function.
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Solve the problem.The Richter Scale measures the magnitude M of an earthquake. An earthquake whose seismographic reading measures x millimeters 100 kilometers from the epicenter has magnitude M given by M(x) = log 
. Give the magnitude of an earthquake that resulted in a seismographic reading of 69,326 millimeters 100 kilometers from its epicenter.
A. 7.8 B. 1.8 C. 8.8 D. 6.8
Use a scientific calculator and common logarithms or natural logarithms to evaluate. Round to four decimal places. log984.80
A. 9.4222 B. 2.0209 C. 0.4948 D. 1.9284
Use a calculator to find the logarithm. Give an approximation to four decimal places.ln 0.982
A. 0.0079 B. -0.0079 C. -0.0182 D. 0.0182
Factor the perfect square trinomial completely.z2 - 2z + 1
A. (z - 2)(z + 2) B. (z - 1)(z + 1) C. (z - 1)2 D. (z + 1)2