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How many significant figures are in the measurement 2.067? A) 1 B) 2 C) 3 D) 4

How many significant figures are in the measurement 2.067? A) 1 B) 2 C) 3 D) 4
Answer

The measurement 2.067 has 4 significant figures, so the correct choice is D. All nonzero digits are significant, and the zero between 2 and 6 is also significant because it is a captive zero (between nonzero digits).

Explanation

What you need to check

Significant figures count the digits in a measured value that carry meaning. The main thing to watch for here is whether the zero counts.

Counting the digits in 2.067

Write out the digits: $2.067$ has the digits $2$, $0$, $6$, and $7$.

  • $2$, $6$, and $7$ are nonzero, so they are significant.
  • The $0$ is between nonzero digits ($2$ and $6$), so it is also significant.

So there are $4$ significant figures.

Matching to the choices

$4$ significant figures corresponds to D) 4.

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