| Product Number | 4657-3-57 |
| Synonyms | 2-Amino-3-[3-fluoro-5-(trifluoromethoxy)phenyl]propanoic acid |
| CAS | 1391002-18-8 |
| MDL Number | MFCD18783233 |
| Molecular Formula | C10H9F4NO3 |
| Molecular Weight | 267.18 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4657-3-57
CAS: 1391002-18-8
Molecule Weight: 267.18
Formula: C10H9F4NO3
![3-[3-Fluoro-5-(trifluoromethoxy)phenyl]propionic acid](data:image/png;base64,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)
PN: 2621-3-1J
CAS: 1261828-37-8
Molecule Weight: 252.165
Formula: C10H8F4O3
PN: 4657-3-56
CAS: 439587-14-1
Molecule Weight: 249.189
Formula: C10H10F3NO3
PN: 4757-3-36
CAS: 1435806-20-4
Molecule Weight: 263.216
Formula: C11H12F3NO3
PN: 4657-3-60
CAS: 1259979-50-4
Molecule Weight: 279.215
Formula: C11H12F3NO4
PN: 4H57-3-0C
CAS:
Molecule Weight: 267.18
Formula: C10H9F4NO3
TSCA: Not listed on TSCA inventory