Use your knowledge of the properties of logarithms to match equivalent expressions: m logb (77) -log, (b") |log (1) log,(m.n) log, (b) - log, (a) blog (m) log,(m") a. 0 b. n. log, (m) c. m d. loga(a) log (b) e. n f. log.(m) -log(n) g. 1 h. log.(m) + log(n)
Use your knowledge of the properties of logarithms to match equivalent expressions: m logb (77) -log, (b") |log (1) log,(m.n) log, (b) - log, (a) blog (m) log,(m") a. 0 b. n. log, (m) c. m d. loga(a) log (b) e. n f. log.(m) -log(n) g. 1 h. log.(m) + log(n)
Chapter6: Exponential And Logarithmic Functions
Section6.7: Exponential And Logarithmic Models
Problem 19TI: Does a linear, exponential, or logarithmic model best fit the data in Table 2? Find the model.
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