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- Determine the number of nodes along the internuclearaxis for each of the molecular orbitals for H2+ shown in Figure 6.5.a In the Td point group, an S41 improper rotation is equivalent to what other improper rotation? b In the D6h point group, the symmetry operation labeled C21 is equivalent to what other symmetry operation?Any axis of symmetry Cn that rotates an object by =360/n about the z-axis can be generalized by the matrix Cn=[cossin0sincos0001] 13.18 See Table 13.1 Determine the matrix forms of the C2,C3,C6, and C1 rotation operators.
- (b) Using appropriate diagram(s), show which of the symmetry operation(s) does the [SO4]2- ion have: (i) C4 (ii) σh (iii) S4Draw the π-molecular orbitals for benzene, indicate the nodal planes and designate the proper energy corresponding to these orbitals.What point groups result from the combination of two mirror planes oriented at 90° with respect to one another? Repeat for 60°, 45°, and 30°.
- The principle axis is: C1, C2, C3, C4 There ARE NOT/ARE perpendicular C2 axes. There IS/IS NOT a mirror plane perpendicular to the Principle rotational axis.True or False: It is possible for a molecule to have a mirror plane that is parallel to the principal rotation axis, and a mirror plane that is perpendicular to the principal rotation axis. (If true, give an example. If false, briefly explain why.)can you please explain the configuration? for the triangle structure i got s but I am lost.
- The drawing on the right belongs to the __________ point group. All sides have the same length and all angles are 90 degrees. Please see photo for question.Use as a basis the valence pz orbitals on each atom in BF3 toUse as a basis the valence pz orbitals on each atom in BF3 to find the character of the matrix representative for C3. Take z as perpendicular to the molecular plane and C3 as counterclockwise rotation.If a homonuclear diatomic molecule is oriented along z-axis, determine the molecular orbital formed by the linear combination of atomic orbitals of the two atoms. Also draw their resulting structure. Determine the orbital having two radial nodes and two angular nodes and also give reason to support your answer. (FULL EXPLAINATION)