Raoult's law states:
"T_b - T_s = KC_m", where Tb -- freezing point of benzene (5.5oC), Ts -- freezing point of the solution, K -- cryoscopic constant (5.12 K*kg/mol for benzene), Cm -- molality of solution.
"C_m = m_l\/Mm_s" , where ml -- mass of lauryl alcohol, ms -- mass of the solvent.
Combine the two formulas:
"T_b - T_s = Km_l\/Mm_s"
Find the molar mass:
"M = Km_l\/m_s(T_b-T_s)"
"M = 5.12*5\/0.1(5.5-4.1) =" 183 (g/mol)
Answer: 183 g/mol -- the molar mass of lauryl alcohol. (The real one is 186 g/mol).
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