The Logarithm Of 0.001 To The Base 10 Is Equal To: (A) -1.(B) -3.(C) 2.(D) 6

The correct answer is (B) -3.

Given:

The logarithm of 0.001 to the base 10 is equal to

\(log_{10} 0.001 = \frac{log \; 0.001}{log \; 10}—— (log_{b} a = \frac{log\; a}{log\; b})\)

Therefore, \(\frac{log\;10^{-3}}{log\;10} = -3\)

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