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The rate constant of a reaction at 500°C is 1.6 × 103 M−1 s−1. What is the frequency factor of the reaction if its activation energy is 56 kJ/mol?
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The rate constant for the first-order reaction is given by log10 k = 14.34 – 1.25 × 104 T. Calculate activation energy of the reaction.
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What fraction of molecules in a gas at 300 K collide with an energy equal to the activation energy of 50 kJ/mol?
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How will you determine activation energy from rate constants at two different temperatures?
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Explain with the help of the Arrhenius equation, how do the rate of reaction changes with activation energy.
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Write uses of sulphur.
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0.01 m aqueous formic acid solution freezes at – 0.021°C. Calculate its degree of dissociation, Kf = 1.86 K kg mol–1.
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Write the correct condition for spontaneity in terms of Gibbs energy.
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Draw labelled diagram of H2 – O2 fuel cell.
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Write two applications of fuel cells.
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Identify whether the following pair have larger entropy or not. If yes then Why?
He(g) in a volume of 1 L or He(g) in a volume of 5 L both at 25°C.
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Identify whether the following pair have a larger entropy or not. If yes then Why?
O2{g) at 1 atm or O2(g) at 10 atm both at the same temperature.
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Identify whether the following pair have a larger entropy or not. If yes then Why?
C2H5OH(l) or C2H5OH(g)
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Write modification of expressions of colligative properties with the help of van't Hoff factor.
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Write the relationship between Gibbs energy change for a process and total entropy change of system and surroundings.
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Calculate the van't Hoff factor assuming the complete dissociation of NaBr in its aqueous solution.
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What is a spontaneous process? What are its characteristics?
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Calculate ΔTb and boiling point of 0.05 m aqueous solution of glucose. (Given: Kb = 0.52 K m−1).
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Write the mathematical equation between reaction rate constant and its activation energy.
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Calculate ΔG for ΔH = − 110 kJ, ΔS = + 40 J K−1 at 400 K.
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