| Product Number | 6666-B-04 |
| Synonyms | 2-Bromo-3'-(trifluoromethylthio)acetophenone |
| CAS | 56773-34-3 |
| MDL Number | MFCD03094515 |
| Molecular Formula | C9H6BrF3OS |
| Molecular Weight | 299.11 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6666-B-04
CAS: 56773-34-3
Molecule Weight: 299.11
Formula: C9H6BrF3OS
![3-[(Trifluoromethyl)sulfonyl]phenacyl bromide](data:image/png;base64,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)
PN: 6662-B-00
CAS:
Molecule Weight: 331.1
Formula: C9H6BrF3O3S
PN: 6666-3-53
CAS: 51748-27-7
Molecule Weight: 206.18
Formula: C8H5F3OS
PN: 6666-B-03
CAS: 2003-11-4
Molecule Weight: 299.11
Formula: C9H6BrF3OS
Melting Point: 32-34 ℃
TSCA: Not listed on TSCA inventory