| Product Number | 4857-3-28 |
| Synonyms | 2-Amino-3-[2-fluoro-5-methyl-4-(trifluoromethyl)phenyl]propanoic acid |
| CAS | 1435806-24-8 |
| MDL Number | MFCD19687203 |
| Molecular Formula | C11H11F4NO2 |
| Molecular Weight | 265.208 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4857-3-28
CAS: 1435806-24-8
Molecule Weight: 265.208
Formula: C11H11F4NO2
PN: 4857-3-08
CAS: 439587-15-2
Molecule Weight: 251.181
Formula: C10H9F4NO2
![3-[2-Fluoro-5-methyl-4-(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
PN: 2821-3-58
CAS: 1323966-25-1
Molecule Weight: 250.193
Formula: C11H10F4O2
PN: 4857-3-09
CAS: 1259994-87-0
Molecule Weight: 251.181
Formula: C10H9F4NO2
PN: 4857-3-10
CAS: 1043500-58-8
Molecule Weight: 251.181
Formula: C10H9F4NO2
PN: 4857-3-07
CAS: 1259993-82-2
Molecule Weight: 251.181
Formula: C10H9F4NO2
PN: 4757-3-26
CAS: 1043500-50-0
Molecule Weight: 197.209
Formula: C10H12FNO2
PN: 4757-3-23
CAS: 1043500-56-6
Molecule Weight: 215.2
Formula: C10H11F2NO2
Boiling Point: 73 ℃
TSCA: Not listed on TSCA inventory