Explanation Given: The equation is as follows, 2 , 000 e 0.004 x = 8 , 500 Approach: The exponent-becomes-multiplier property of logarithm is given by, ln ( A n ) = n ⋅ ln A Take log for base 10 and ln for base e . log 10 10 = 1 ln e e = 1 Calculation: Consider the given expression, 2000 e 0.004 x = 8500 Simplify the given expression as follows, e 0.004 x = 8500 2000 e 0.004 x = 17 4 Take ln on both sides To determine b To solve: The given expression.

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ISBN: 9781305104174

Author: David B. Johnson, Thomas A. Mowry

Publisher: Cengage Learning

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Chapter 10.0B, Problem 37E

To determine

a

To solve:

The given expression 2,000e0.004x=8,500.

To determine

b

To solve:

The given expression.

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Chapter 10.0B, Problem 36E

Chapter 10.0B, Problem 38E

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Chapter 10 Solutions

Mathematics: A Practical Odyssey

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