| Product Number | 6663-3-31 |
| Synonyms | 2-(4-Trifluoromethanesulfonylphenyl)acetic acid |
| Purity | 98 % |
| CAS | 1099597-82-6 |
| MDL Number | MFCD04973012 |
| Molecular Formula | C9H7F3O4S |
| Molecular Weight | 268.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6663-3-31
CAS: 1099597-82-6
Molecule Weight: 268.21
Formula: C9H7F3O4S
PN: 6763-1-05
CAS: 90536-66-6
Molecule Weight: 214.24
Formula: C9H10O4S
![4-[(Trifluoromethyl)thio]phenylacetic acid](data:image/png;base64,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)
PN: 6766-3-01
CAS: 243977-23-3
Molecule Weight: 236.21
Formula: C9H7F3O2S
PN: 6663-3-30
CAS: 1301739-14-9
Molecule Weight: 268.21
Formula: C9H7F3O4S
PN: 6663-3-36
CAS: 650-89-5
Molecule Weight: 238.18
Formula: C8H5F3O3S
PN: 6763-3-01
CAS: 383-10-8
Molecule Weight: 224.2
Formula: C8H7F3O2S
PN: 6663-3-37
CAS: 312-22-1
Molecule Weight: 254.18
Formula: C8H5F3O4S
Melting Point: 124-125 ℃
TSCA: Not listed on TSCA inventory