| Product Number | 6663-3-80 |
| Synonyms | 2-[(Difluoromethyl)sulfonyl]fluorobenzene |
| CAS | 1228784-41-5 |
| MDL Number | MFCD16039980 |
| Molecular Formula | C7H5F3O2S |
| Molecular Weight | 210.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6663-3-80
CAS: 1228784-41-5
Molecule Weight: 210.17
Formula: C7H5F3O2S
![4-[(Difluoromethyl)sulfonyl]-3-fluorobromobenzene](data:image/png;base64,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)
PN: 6663-B-16
CAS: 2092532-13-1
Molecule Weight: 289.07
Formula: C7H4BrF3O2S
PN: 6663-3-84
CAS: 153698-38-5
Molecule Weight: 210.17
Formula: C7H5F3O2S
PN: 6663-B-27
CAS: 1396779-68-2
Molecule Weight: 307.06
Formula: C7H3BrF4O2S
PN: 6663-3-29
CAS: 944-30-9
Molecule Weight: 228.16
Formula: C7H4F4O2S
PN: 6663-B-21
CAS: 2090712-65-3
Molecule Weight: 289.07
Formula: C7H4BrF3O2S
PN: 8663-3-64
CAS: 2149590-96-3
Molecule Weight: 225.19
Formula: C7H6F3NO2S
TSCA: Not listed on TSCA inventory
