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Answer :
We begin by noting that the conversion factor is given as:
[tex]$$
1\ \text{fl. oz.} = 29.6\ \text{mL}
$$[/tex]
Given the sugar solution has a volume of [tex]$1.32\ \text{fl. oz.}$[/tex], we can calculate the volume in milliliters by multiplying the volume in fluid ounces by the conversion factor:
[tex]$$
1.32\ \text{fl. oz.} \times 29.6\ \frac{\text{mL}}{\text{fl. oz.}} = 39.072\ \text{mL}
$$[/tex]
Since the answer is typically rounded to one decimal place, we round [tex]$39.072\ \text{mL}$[/tex] to:
[tex]$$
39.1\ \text{mL}
$$[/tex]
Thus, the amount of the solution in the metric system is [tex]$\boxed{39.1\ \text{mL}}$[/tex].
[tex]$$
1\ \text{fl. oz.} = 29.6\ \text{mL}
$$[/tex]
Given the sugar solution has a volume of [tex]$1.32\ \text{fl. oz.}$[/tex], we can calculate the volume in milliliters by multiplying the volume in fluid ounces by the conversion factor:
[tex]$$
1.32\ \text{fl. oz.} \times 29.6\ \frac{\text{mL}}{\text{fl. oz.}} = 39.072\ \text{mL}
$$[/tex]
Since the answer is typically rounded to one decimal place, we round [tex]$39.072\ \text{mL}$[/tex] to:
[tex]$$
39.1\ \text{mL}
$$[/tex]
Thus, the amount of the solution in the metric system is [tex]$\boxed{39.1\ \text{mL}}$[/tex].
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