Solution.
ΔH(vap.)=R×T1×T2×ln(p2p1)T2−T1\Delta H(vap.) = \frac{R \times T1 \times T2 \times ln(\frac{p2}{p1})}{T2-T1}ΔH(vap.)=T2−T1R×T1×T2×ln(p1p2)
p2=p1×exp(ΔH(vap.)×(T2−T1)R×T1×T2p2 = p1 \times \exp(\frac{\Delta H(vap.) \times (T2-T1)}{R \times T1 \times T2}p2=p1×exp(R×T1×T2ΔH(vap.)×(T2−T1)
p2=400×exp(149∗103×(1860−1900)8.31×1900×1860p2 = 400 \times \exp(\frac{149*10^3 \times (1860-1900)}{8.31 \times 1900 \times 1860}p2=400×exp(8.31×1900×1860149∗103×(1860−1900)
p2 = 313.46 mm Hg
Answer:
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