| Product Number | 2607-B-Y8 |
| Synonyms | 4-Bromo-2-(trifluoromethoxy)-1-(trifluoromethyl)benzene; 5-Bromo-2-(trifluoromethyl)phenyl trifluoromethyl ether |
| Purity | 95 % |
| CAS | 1396503-79-9 |
| MDL Number | MFCD22415279 |
| Molecular Formula | C8H3BrF6O |
| Molecular Weight | 309.005 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2607-B-Y8
CAS: 1396503-79-9
Molecule Weight: 309.005
Formula: C8H3BrF6O
PN: 2807-B-00
CAS: 944805-63-4
Molecule Weight: 255.034
Formula: C8H6BrF3O
PN: 2807-B-21
CAS: 933674-89-6
Molecule Weight: 309.005
Formula: C8H3BrF6O
PN: 2615-B-X6
CAS: 220996-80-5
Molecule Weight: 269.017
Formula: C8H4BrF3O2
PN: 2807-B-17
CAS: 1214345-25-1
Molecule Weight: 255.034
Formula: C8H6BrF3O
![[4-Bromo-2-(trifluoromethoxy)phenyl]methanol](data:image/png;base64,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)
PN: 2707-B-46
CAS: 220996-81-6
Molecule Weight: 271.033
Formula: C8H6BrF3O2
PN: 2907-B-04
CAS: 1824630-55-8
Molecule Weight: 265.029
Formula: C9H4BrF3O
PN: 2707-B-0B
CAS: 955946-10-8
Molecule Weight: 333.93
Formula: C8H5Br2F3O
TSCA: Not listed on TSCA inventory
HTN: 2909.30.4000