| Product Number | 4857-3-19 |
| Synonyms | 2-Amino-3-[4-fluoro-3-(trifluoromethyl)phenyl]propanoic acid |
| CAS | 1260004-58-7 |
| MDL Number | MFCD04116014 |
| 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: 4857-3-19
CAS: 1260004-58-7
Molecule Weight: 251.181
Formula: C10H9F4NO2
PN: 4857-3-07
CAS: 1259993-82-2
Molecule Weight: 251.181
Formula: C10H9F4NO2
PN: 4857-3-09
CAS: 1259994-87-0
Molecule Weight: 251.181
Formula: C10H9F4NO2
PN: 4857-3-13
CAS: 14464-68-7
Molecule Weight: 233.19
Formula: C10H10F3NO2
PN: 4857-3-03
CAS: 63701-37-1
Molecule Weight: 233.19
Formula: C10H10F3NO2
PN: 4857-3-D3
CAS: 14464-67-6
Molecule Weight: 233.19
Formula: C10H10F3NO2
PN: 4857-3-53
CAS: 237076-69-6
Molecule Weight: 301.188
Formula: C11H9F6NO2
![3-[4-Fluoro-3-(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
PN: 2821-3-70
CAS: 916420-42-3
Molecule Weight: 236.166
Formula: C10H8F4O2
TSCA: Not listed on TSCA inventory