(a) Interpretation: The correct form of dichloroethylene needs to be matched with its corresponding electrostatic potential map. Concept introduction: The molecule is said to be polar if there is an electronegative difference between two atoms in the molecule. The more electronegative atom gets partial negative charge and less electronegative atom gets a partial positive charge.
(a) Interpretation: The correct form of dichloroethylene needs to be matched with its corresponding electrostatic potential map. Concept introduction: The molecule is said to be polar if there is an electronegative difference between two atoms in the molecule. The more electronegative atom gets partial negative charge and less electronegative atom gets a partial positive charge.
Solution Summary: The author explains that the correct form of dichloroethylene needs to be matched with its corresponding electrostatic potential map.
The correct form of dichloroethylene needs to be matched with its corresponding electrostatic potential map.
Concept introduction:
The molecule is said to be polar if there is an electronegative difference between two atoms in the molecule. The more electronegative atom gets partial negative charge and less electronegative atom gets a partial positive charge.
Interpretation Introduction
(b)
Interpretation:
The form of dichloroethylene with dipole moment 2.39 D and dipole moment 0 D needs to be identified.
Concept introduction:
The molecule is said to be polar if there is an electronegative difference between two atoms in the molecule. The more electronegative atom gets partial negative charge and less electronegative atom gets a partial positive charge.
Interpretation Introduction
(c)
Interpretation:
The form of dichloroethylene with a higher boiling point needs to be determined.
Concept introduction:
The polarity or dipole moment in the molecule plays an important role in determining the boiling point of the molecule.
1) Calculate the longest and shortest wavelengths in the Lyman and Paschen series.
2) Calculate the ionization energy of He* and L2+ ions in their ground states.
3) Calculate the kinetic energy of the electron emitted upon irradiation of a H-atom in ground state by a 50-nm radiation.
Calculate the ionization energy of He+ and Li²+ ions in their ground states.
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