FBISE, NCP & NBF-aligned resources for Classes 9–12

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Math Chapter 2 : Topic 2

Logarithms

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What does $\log_{10}100$ equal?

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Which expression is equivalent to $\log_{10}x = 3$?

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The value of $\log_{10}\ 1$ is:

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Which statement correctly defines a logarithm?

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If $\log_{10}\ 1000 = x$, then $x$ is:

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Which of the following is $NOT$ valid for logarithms?

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If $\log_{10}\ x = 0$, then $x$ is:

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What is the base of common logarithm?

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If $\log_{10}\ 10000 = x$, then $x$ equals:

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Which number has logarithm equal to $1$?

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Which is correct?

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If $x = \log_{10}\ 100$, then $10^{x}$ equals:

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Which value is negative in logarithm?

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Which is true?

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If $\log_{10}\ x = 2$, then $x$ is:

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What is $\log_{10}\ 0.01$?

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Which number has logarithm $3$?

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Which statement is correct about logarithms?

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If $\log_{10}\ x = - \ 1$, then $x$ is:

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Logarithm is the inverse of:

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Which number has the greatest logarithm?

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If $\log_{10}5 = a$, then $\log_{10}\ 50$ equals:

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