25–34 - Evaluating Logarithms Evaluate the expression. -25. (а) log, 2 (b) logs 1 (c) log, 6° 26. (a) log, 37 (b) log, 64 (c) logs 125 27. (a) log, 36 (b) log, 81 (c) log, 710 28. (a) log, 32 (b) log, 817 (b) log10 V10 (c) log, 1 29. (a) log,(→) (c) logs 0.2 30. (a) logs 125 (b) log 49 7 (c) log, V3 -31. (а) 3ов,5 (b) 5łog, 27 (c) en 10 32. (a) en V3 (b) e(1/=) (c) 10og 13 33. (а) logs 0.25 (b) In eª (c) In(1/e) 34. (a) log, V2 (b) log,(†) (c) log, 8

25–34 - Evaluating Logarithms Evaluate the expression. -25. (а) log, 2 (b) logs 1 (c) log, 6° 26. (a) log, 37 (b) log, 64 (c) logs 125 27. (a) log, 36 (b) log, 81 (c) log, 710 28. (a) log, 32 (b) log, 817 (b) log10 V10 (c) log, 1 29. (a) log,(→) (c) logs 0.2 30. (a) logs 125 (b) log 49 7 (c) log, V3 -31. (а) 3ов,5 (b) 5łog, 27 (c) en 10 32. (a) en V3 (b) e(1/=) (c) 10og 13 33. (а) logs 0.25 (b) In eª (c) In(1/e) 34. (a) log, V2 (b) log,(†) (c) log, 8

College Algebra

1st Edition

ISBN:9781938168383

Author:Jay Abramson

Publisher:Jay Abramson

Chapter6: Exponential And Logarithmic Functions

Section6.7: Exponential And Logarithmic Models

Problem 4SE: Define Newton’s Law of Cooling. Then name at least three real-world situations where Newton’s Law of...

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