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Calculate the moment of inertia (in kg m²) of an A₂B molecule around the axis defined by the bisector of the ABA angle. The ABA bond angle is 110.0°and the bond length A-B is 90.0 pm. Avogadro's constant -6.022x1023, 1pm=10-12m, molar mass of atom B=12.5 g/mol, molar mass of atom A=2g/mol.

Calculate the moment of inertia (in kg m²) of an A₂B molecule around the axis defined by the bisector of the ABA angle. The ABA bond angle is 110.0°and the bond length A-B is 90.0 pm. Avogadro's constant -6.022x1023, 1pm=10-12m, molar mass of atom B=12.5 g/mol, molar mass of atom A=2g/mol.

Physical Chemistry
Physical Chemistry
2nd Edition
ISBN:9781133958437
Author:Ball, David W. (david Warren), BAER, Tomas
Publisher:Ball, David W. (david Warren), BAER, Tomas
Chapter15: Introduction To Electronic Spectroscopy And Structure
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Calculate the moment of inertia (in kg m²) of an A₂B molecule around the axis defined by the bisector of the ABA angle. The ABA bond angle is 110.0°and the bond length A-B is 90.0 pm. Avogadro's constant -6.022x1023, 1pm=10-12m, molar mass of atom B=12.5 g/mol, molar mass of atom A=2g/mol. rotational axis A-B bond ABA bond angle Select one: 53.93 x 10-48 74.75 x 10-48 44.57 x 10-48 36.10 x 10-48 6118 x 10-48
Transcribed Image Text:Calculate the moment of inertia (in kg m²) of an A₂B molecule around the axis defined by the bisector of the ABA angle. The ABA bond angle is 110.0°and the bond length A-B is 90.0 pm. Avogadro's constant -6.022x1023, 1pm=10-12m, molar mass of atom B=12.5 g/mol, molar mass of atom A=2g/mol. rotational axis A-B bond ABA bond angle Select one: 53.93 x 10-48 74.75 x 10-48 44.57 x 10-48 36.10 x 10-48 6118 x 10-48
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