Not Secure – symmetry.jacobs-university.de Save the World Challenge Part 3: Inorganic Chemistry Character table for point group Td My Questions | bartleby Character table for point group Td linear functions, rotations quadratic functions cubic |Ta E |8C ЗС, 65, 6%а functions A +1 +1 +1 A, +1 +1 +1 E +2 -1 +2 0 T +3 0 -1 +1 -1 x?+y?+z? +1 +1 |хуz (2z2-x²-y², x²-y²) (Rx, Ry, R2) x(2²-y²), y(z²-x³), z(x²-y}] T2 +3 0 |-1 (х, у, 2) (ху, хz, уг) (x³, y³, z³) [x(z?+y?), y(7+x?), z(x²+y?)] -1 +1 Additional information Number of symmetry elements h = 24 Number of irreducible representations n = 5 Abelian group no Number of subgroups Subgroups Cg , C2 , C3 , D2 , Cv, C3y » D2a , S4 , T Optical Isomerism (Chirality) no Polar no Reduction formula for point group Td Type of representation general 3N vib E 8C3 ЗС2 6S4 60d
Not Secure – symmetry.jacobs-university.de Save the World Challenge Part 3: Inorganic Chemistry Character table for point group Td My Questions | bartleby Character table for point group Td linear functions, rotations quadratic functions cubic |Ta E |8C ЗС, 65, 6%а functions A +1 +1 +1 A, +1 +1 +1 E +2 -1 +2 0 T +3 0 -1 +1 -1 x?+y?+z? +1 +1 |хуz (2z2-x²-y², x²-y²) (Rx, Ry, R2) x(2²-y²), y(z²-x³), z(x²-y}] T2 +3 0 |-1 (х, у, 2) (ху, хz, уг) (x³, y³, z³) [x(z?+y?), y(7+x?), z(x²+y?)] -1 +1 Additional information Number of symmetry elements h = 24 Number of irreducible representations n = 5 Abelian group no Number of subgroups Subgroups Cg , C2 , C3 , D2 , Cv, C3y » D2a , S4 , T Optical Isomerism (Chirality) no Polar no Reduction formula for point group Td Type of representation general 3N vib E 8C3 ЗС2 6S4 60d
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Author:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
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Chapter1: Chemical Foundations
Section: Chapter Questions
Problem 1RQ: Define and explain the differences between the following terms. a. law and theory b. theory and...
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Question
A symmetric stretch of silicon tetrafluoride belongs to the A1 representation in the Tdpoint group.
Which one of the following is true?
This stretch is infrared active.
This stretch is infrared inactive.
This stretch gives rise to a strong absorption in the IR spectrum.
This stretch generates a change in molecular dipole moment.
![Not Secure – symmetry.jacobs-university.de
Save the World Challenge Part 3: Inorganic Chemistry
Character table for point group Td
My Questions | bartleby
Character table for point group Td
linear functions,
rotations
quadratic
functions
cubic
|Ta E |8C ЗС, 65, 6%а
functions
A +1 +1 +1
A, +1 +1 +1
E +2 -1 +2 0
T +3 0 -1 +1 -1
x?+y?+z?
+1
+1
|хуz
(2z2-x²-y², x²-y²)
(Rx, Ry, R2)
x(2²-y²), y(z²-x³), z(x²-y}]
T2 +3 0
|-1
(х, у, 2)
(ху, хz, уг)
(x³, y³, z³) [x(z?+y?), y(7+x?), z(x²+y?)]
-1
+1
Additional information
Number of symmetry elements
h = 24
Number of irreducible representations n = 5
Abelian group
no
Number of subgroups
Subgroups
Cg , C2 , C3 , D2 , Cv, C3y » D2a , S4 , T
Optical Isomerism (Chirality)
no
Polar
no
Reduction formula for point group Td
Type of representation
general
3N
vib
E
8C3
ЗС2
6S4
60d](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F079cba43-566f-4c95-9de9-a2e279b041b7%2F910b36d4-8e81-4bcb-a455-fdac43600a3c%2Frn4mdba.png&w=3840&q=75)
Transcribed Image Text:Not Secure – symmetry.jacobs-university.de
Save the World Challenge Part 3: Inorganic Chemistry
Character table for point group Td
My Questions | bartleby
Character table for point group Td
linear functions,
rotations
quadratic
functions
cubic
|Ta E |8C ЗС, 65, 6%а
functions
A +1 +1 +1
A, +1 +1 +1
E +2 -1 +2 0
T +3 0 -1 +1 -1
x?+y?+z?
+1
+1
|хуz
(2z2-x²-y², x²-y²)
(Rx, Ry, R2)
x(2²-y²), y(z²-x³), z(x²-y}]
T2 +3 0
|-1
(х, у, 2)
(ху, хz, уг)
(x³, y³, z³) [x(z?+y?), y(7+x?), z(x²+y?)]
-1
+1
Additional information
Number of symmetry elements
h = 24
Number of irreducible representations n = 5
Abelian group
no
Number of subgroups
Subgroups
Cg , C2 , C3 , D2 , Cv, C3y » D2a , S4 , T
Optical Isomerism (Chirality)
no
Polar
no
Reduction formula for point group Td
Type of representation
general
3N
vib
E
8C3
ЗС2
6S4
60d
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