| Product Number | 6663-1-Y4 |
| Purity | 97 % |
| CAS | 14763-60-1 |
| MDL Number | MFCD00047806 |
| Molecular Formula | C7H8O3S |
| Molecular Weight | 172.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6663-1-X0
CAS: 80-09-1
Molecule Weight: 250.27
Formula: C12H10O4S
![4-[(Trifluoromethyl)sulfonyl]phenol](data:image/png;base64,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)
PN: 6663-3-X5
CAS: 432-84-8
Molecule Weight: 226.17
Formula: C7H5F3O3S
PN: 6662-1-X0
CAS: 1074-02-8
Molecule Weight: 156.2
Formula: C7H8O2S
Melting Point: 91-93 ℃
TSCA: Not listed on TSCA inventory
HTN: 2930.90.2900
