| Product Number | 4857-3-16 |
| Synonyms | 2-Amino-3-[3-fluoro-4-(trifluoromethyl)phenyl]propanoic acid |
| CAS | 1215491-31-8 |
| MDL Number | MFCD04115998 |
| Molecular Formula | C10H9F4NO2 |
| Molecular Weight | 251.181 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4857-3-16
CAS: 1215491-31-8
Molecule Weight: 251.181
Formula: C10H9F4NO2
PN: 4757-3-28
CAS: 174732-59-3
Molecule Weight: 197.209
Formula: C10H12FNO2
![3-[3-Fluoro-4-(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
PN: 2821-3-64
CAS: 916420-40-1
Molecule Weight: 236.166
Formula: C10H8F4O2
PN: 4857-3-15
CAS: 1256482-60-6
Molecule Weight: 251.181
Formula: C10H9F4NO2
PN: 4857-3-08
CAS: 439587-15-2
Molecule Weight: 251.181
Formula: C10H9F4NO2
TSCA: Not listed on TSCA inventory
