Count the significant digits in the measurement \(5.5 \times 10^{-1} \mathrm{~mL}\).
Identify significant digits.
In the number \(5.5\), both digits are non-zero, making them significant. The scientific notation does not affect the count of significant digits.
\(\boxed{2}\)
Count the significant digits in the measurement \(17700 . \mathrm{kg}\).
Identify significant digits.
The number \(17700.\) has a decimal point, indicating that the trailing zeros are significant. Therefore, all five digits are significant.
\(\boxed{5}\)
Count the significant digits in the measurement \(0.006700 \mathrm{~J}\).
Identify significant digits.
The leading zeros are not significant. The digits \(6700\) are significant, including the trailing zero because it is after a decimal point.
\(\boxed{4}\)
Count the significant digits in the measurement \(-6.0 \times 10^{-3} \mathrm{~kJ} / \mathrm{mol}\).
Identify significant digits.
In the number \(6.0\), both digits are significant. The scientific notation and the negative sign do not affect the count of significant digits.
\(\boxed{2}\)
\(\boxed{2}\)
\(\boxed{5}\)
\(\boxed{4}\)
\(\boxed{2}\)