| Product Number | 6665-9-X0 |
| Synonyms | 1-Bromo-4-(methylsulfinyl)benzene |
| Purity | 97 % |
| CAS | 934-71-4 |
| MDL Number | MFCD00159074 |
| Molecular Formula | C7H7BrOS |
| Molecular Weight | 219.1 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6663-9-03
CAS: 26732-20-7
Molecule Weight: 249.12
Formula: C8H9BrO2S
PN: 6663-9-X1
CAS: 33951-33-6
Molecule Weight: 235.1
Formula: C7H7BrO2S
PN: 6663-9-02
CAS: 849035-70-7
Molecule Weight: 313.99
Formula: C7H6Br2O2S
![4-[(Difluoromethyl)sulfonyl]bromobenzene](data:image/png;base64,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)
PN: 6663-B-17
CAS: 51679-57-3
Molecule Weight: 271.08
Formula: C7H5BrF2O2S
PN: 6663-9-X3
CAS: 34896-80-5
Molecule Weight: 235.1
Formula: C7H7BrO2S
Melting Point: 78-80 ℃
TSCA: Not listed on TSCA inventory
