| Product Number | 6663-9-X1 |
| Synonyms | 1-Bromo-2-(methylsulfonyl)benzene |
| Purity | 98 % |
| CAS | 33951-33-6 |
| MDL Number | MFCD07368924 |
| Molecular Formula | C7H7BrO2S |
| Molecular Weight | 235.1 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6663-9-X1
CAS: 33951-33-6
Molecule Weight: 235.1
Formula: C7H7BrO2S
![2-[(Difluoromethyl)sulfonyl]bromobenzene](data:image/png;base64,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)
PN: 6663-B-13
CAS: 51679-55-1
Molecule Weight: 271.08
Formula: C7H5BrF2O2S
PN: 6663-9-X3
CAS: 34896-80-5
Molecule Weight: 235.1
Formula: C7H7BrO2S
PN: 6663-9-06
CAS: 1000018-15-4
Molecule Weight: 313.18
Formula: C8H9BrO4S2
PN: 6663-B-00
CAS: 1875114-81-0
Molecule Weight: 253.09
Formula: C7H6BrFO2S
PN: 6663-B-10
CAS: 1039744-23-4
Molecule Weight: 253.09
Formula: C7H6BrFO2S
Melting Point: 106-110 ℃
TSCA: Not listed on TSCA inventory
HTN: 2904.90.4000
