| Product Number | 2817-B-19 |
| CAS | 120077-70-5 |
| MDL Number | MFCD24148371 |
| Molecular Formula | C9H6BrF3O |
| Molecular Weight | 267.045 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | In Stock | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2817-B-19
CAS: 120077-70-5
Molecule Weight: 267.045
Formula: C9H6BrF3O
PN: 2817-B-20
CAS: 1523196-85-1
Molecule Weight: 345.941
Formula: C9H5Br2F3O
PN: 2817-B-0N
CAS: 1232403-45-0
Molecule Weight: 267.045
Formula: C9H6BrF3O
PN: 2817-B-72
CAS: 1917292-49-9
Molecule Weight: 321.016
Formula: C9H3BrF6O
PN: 4856-F-01
CAS: 1980063-41-9
Molecule Weight: 318.52
Formula: C9H8BrClF3NO
PN: 2817-B-24
CAS: 1232407-41-8
Molecule Weight: 267.045
Formula: C9H6BrF3O
![2-Bromo-1-[2-bromo-3-(trifluoromethyl)phenyl]ethanone](data:image/png;base64,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)
PN: 4817-B-00
CAS: 2384762-22-3
Molecule Weight: 345.941
Formula: C9H5Br2F3O
PN: 2817-B-0M
CAS: 2384288-98-4
Molecule Weight: 285.036
Formula: C9H5BrF4O
TSCA: Not listed on TSCA inventory