Solution.
a)
For ideal solutions, the total volume when mixed is equal to the sum of the volumes of the solutions. For such systems, Raoul's law is observed. For real solutions, the total volume when mixed is not equal to the sum of the volumes of solutions. Such systems are characterized by deviations from Raoul's law: positive and negative. In our case, there are deviations from Raoul's law. Since the volume decreased after 20 minutes, such a solution is characterized by negative deviations.
b)
Positive deviations from Raoul's law are observed when the total volume of two solutions is greater than the sum of the initial solutions and the mixing process occurs with heat absorption. Negative deviations from Raoul's law are observed when the total volume of two solutions is less than the sum of the initial solutions and the mixing process occurs with the release of heat.
c)
d)
"n(H2SO4) = 18.4 \\times 0.01 = 0.184 \\ mol"
V(solution) = 248 mL = 0.248 L
"C(H2SO4)= \\frac{0.184}{0.248} = 0.74 M"
Answer:
a)
For ideal solutions, the total volume when mixed is equal to the sum of the volumes of the solutions. For such systems, Raoul's law is observed. For real solutions, the total volume when mixed is not equal to the sum of the volumes of solutions. Such systems are characterized by deviations from Raoul's law: positive and negative. In our case, there are deviations from Raoul's law. Since the volume decreased after 20 minutes, such a solution is characterized by negative deviations.
b)
Positive deviations from Raoul's law are observed when the total volume of two solutions is greater than the sum of the initial solutions and the mixing process occurs with heat absorption. Negative deviations from Raoul's law are observed when the total volume of two solutions is less than the sum of the initial solutions and the mixing process occurs with the release of heat.
c)
d)
C = 0.74 M
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