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The internuclear distance between two closest Kr atoms in solid krypton is about 4.0 Å. The polarizability of krypton is 2.54 x 10-30 m3, and the first ionization energy is 1351 kJ-mol-1. Estimate the boiling point of krypton. [Hint: Calculate the potential energy due to dispersion interaction for solid krypton, and equate this quantity to the average kinetic energy of 1 mole of krypton gas, which is (3/2)RT.] K Supporting Materials I Periodic Table I Constants and I Supplemental Data Factors

The internuclear distance between two closest Kr atoms in solid krypton is about 4.0 Å. The polarizability of krypton is 2.54 x 10-30 m3, and the first ionization energy is 1351 kJ-mol-1. Estimate the boiling point of krypton. [Hint: Calculate the potential energy due to dispersion interaction for solid krypton, and equate this quantity to the average kinetic energy of 1 mole of krypton gas, which is (3/2)RT.] K Supporting Materials I Periodic Table I Constants and I Supplemental Data Factors

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Chemistry
10th Edition
ISBN:9781305957404
Author:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
Publisher:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
Chapter1: Chemical Foundations
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The internuclear distance between two closest Kr atoms in solid krypton is about 4.0 Å. The polarizability of krypton is 2.54×10-30 m3, and the first ionization energy is 1351 kJ•mol-1. Estimate the boiling point of krypton. [Hint: Calculate the potential energy due to dispersion interaction for solid krypton, and equate this quantity to the average kinetic energy of 1 mole of krypton gas, which is (3/2)RT.] 4.0 K Supporting Materials Periodic Table I Constants and Supplemental Data Factors
Transcribed Image Text:The internuclear distance between two closest Kr atoms in solid krypton is about 4.0 Å. The polarizability of krypton is 2.54×10-30 m3, and the first ionization energy is 1351 kJ•mol-1. Estimate the boiling point of krypton. [Hint: Calculate the potential energy due to dispersion interaction for solid krypton, and equate this quantity to the average kinetic energy of 1 mole of krypton gas, which is (3/2)RT.] 4.0 K Supporting Materials Periodic Table I Constants and Supplemental Data Factors
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