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home > delta h vap A) b) ln((p2)/(p1)) = (Δ Hvap)/(R)((1)/(T1) > delta h vap A) b) ln((p2)/(p1)) = (Δ Hvap)/(R)((1)/(T1)
delta h vap A) b) ln((p2)/(p1)) = (Δ Hvap)/(R)((1)/(T1)
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delta h vap A) b) ln((p2)/(p1)) = (Δ Hvap)/(R)((1)/(T1)
delta h vap A) b) ln((p2)/(p1)) = (Δ Hvap)/(R)((1)/(T1)
delta h vap A) b) ln((p2)/(p1)) = (Δ Hvap)/(R)((1)/(T1)
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3. Using the approximate form of the Clausius Clapeyron Solved: H v a p for water is 40.7 KJ mol 1 . The entropy of vapo [Chemistry] Delta_{vap}H^ for water is +40.49 kJ moi^ 1 at 1 bar and 100C . Change in internal energy for this vaporization under same condition is Sarthaks eConnect Largest Online Education Community Solved Hvap = heat of vaporization = constant R= gas Chegg.com THC H Vape Cartridges Death Star For Sale 1000mg Buy THCH Vapes Delta S` for vapouization of 900g water (in KJ K ) is `Delta H_(Vap)=40KJ(mol)^ 1 `
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delta h vap A) b) ln((p2)/(p1)) = ( Hvap)/(R)((1)/(T1)
delta h vap A) b) ln((p2)/(p1)) = ( Hvap)/(R)((1)/(T1)
delta h vap A) b) ln((p2)/(p1)) = ( Hvap)/(R)((1)/(T1)
delta h vap A) b) ln((p2)/(p1)) = ( Hvap)/(R)((1)/(T1)
delta h vap A) b) ln((p2)/(p1)) = ( Hvap)/(R)((1)/(T1)

delta h vap A) b) ln((p2)/(p1)) = (Δ Hvap)/(R)((1)/(T1)

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