Solve for what is being asked.
What is the molar mass of the solute in a solution made by dissolving 34.41
g of an unknown nonelectrolyte compound in 280.0 g benzene. The boiling point of
the solution is 93.2 °C. Benzene has a boiling point of 80.1 °C and molal boiling-
point elevation constant of 2.53 °C/m.
"\\Delta T=K_b*m"
where Kb is the molal boiling-point elevation constant and m is molality
"93.2 - 80.1 = 2.53 * m => m = 5.178\\ mol\/kg"
"280.0\\ g=0.28\\ kg"
"m=\\dfrac{Moles \\ of\\ solute}{Mass\\ of\\ solvent} => n(solute) =m*mass(benzene)=5.178*0.28=1.45\\ mol"
"M_r(solute) = \\dfrac{Mass\\ of\\ solute}{Moles\\ of\\ solute}=\\dfrac{34.41\\ g}{1.45\\ mol}=23.73\\ g\/mol"
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