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Problem 747

Find \(\log _{10} 100\)

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The short answer to the question 'Find \(\log _{10} 100\)' is 2.

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Chapter 26

Find the value of \(\mathrm{N}\) if \(\log _{8} \mathrm{~N}=2 / 3\).

Chapter 26

Solve the equation \(2^{\mathrm{x}}=7\) for \(\mathrm{x}\).

Chapter 26

Find log \(0.0364\).

Chapter 26

Calculate \(50.73 / 2.42\), using logs and antilogs.

Chapter 26

Write \(1 / 2=\log _{9} 3\) in exponential form.

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