The tolerance sets the limits to the place for significant figures. The

$1$ point reporting of the tolerance is exceptionally important. A beaker with a $5\%$ tolerance used to measure $150mL$ would actually return a value between $mL$ and $mL.$ Fill the blank in above sentence.

$142\mathrm{.}5mL$ and $157\mathrm{.}5mL$

$142mL$ and $158mL$

$149\mathrm{.}5mL$ and $150\mathrm{.}5mL$

$145mL$ and $155mL$