Respuesta :
First, we have to analyze the meaning of the percentage m/m:
[tex]\%m\text{/m = }\frac{g\text{ of substance F}}{g\text{ solution}}*100[/tex]Then, we can calculate the required grams of the solution to carry out the reaction with substance F. We have to clear the equation in terms of the g solution as follows:
[tex]\begin{gathered} g\text{ solution = }\frac{g\text{ substance F}}{\%m/m}*100 \\ \\ Replacing\text{ the values: } \\ \\ g\text{ solution= }\frac{4.62\text{ g}}{80.5}*100\text{ = 5.74 g} \end{gathered}[/tex]Now, let's convert the mass of the solution into volume, using the solution's density (1.23g/ml):
[tex]5.74\text{ g solution *}\frac{1\text{ ml solution}}{1.23\text{ g solution}}=\text{ 4.67 ml solution}[/tex]Then, the answer is that we need 4.67 ml of solution.
