| Product Number | 6663-3-33 |
| Synonyms | 2-Trifluoromethanesulfonylbenzoic acid |
| Purity | 98 % |
| CAS | 79676-59-8 |
| MDL Number | MFCD11099525 |
| Molecular Formula | C8H5F3O4S |
| Molecular Weight | 254.18 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6663-3-33
CAS: 79676-59-8
Molecule Weight: 254.18
Formula: C8H5F3O4S
PN: 6663-1-Z1
CAS: 33963-55-2
Molecule Weight: 200.21
Formula: C8H8O4S
![2-[(Trifluoromethyl)thio]benzoic acid](data:image/png;base64,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)
PN: 6666-3-05
CAS: 37526-67-3
Molecule Weight: 222.18
Formula: C8H5F3O2S
PN: 6666-3-X6
CAS: 79676-56-5
Molecule Weight: 204.19
Formula: C8H6F2O2S
PN: 6665-1-06
CAS: 19093-34-6
Molecule Weight: 184.21
Formula: C8H8O3S
PN: 6663-1-17
CAS: 20884-63-3
Molecule Weight: 228.26
Formula: C10H12O4S
PN: 6663-3-37
CAS: 312-22-1
Molecule Weight: 254.18
Formula: C8H5F3O4S
Melting Point: 119-120 ℃
TSCA: Not listed on TSCA inventory