| Product Number | 4657-3-55 |
| Synonyms | 2-Amino-3-[2-fluoro-4-(trifluoromethoxy)phenyl]propanoic acid |
| CAS | 1391008-15-3 |
| MDL Number | MFCD16652500 |
| 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: 4657-3-55
CAS: 1391008-15-3
Molecule Weight: 267.18
Formula: C10H9F4NO3
PN: 4657-3-46
CAS: 54788-29-3
Molecule Weight: 213.208
Formula: C10H12FNO3
![3-[2-Fluoro-4-(trifluoromethoxy)phenyl]propionic acid](data:image/png;base64,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)
PN: 2621-3-1F
CAS: 1240257-16-2
Molecule Weight: 252.165
Formula: C10H8F4O3
PN: 4657-3-58
CAS: 174732-57-1
Molecule Weight: 249.189
Formula: C10H10F3NO3
PN: 4657-3-38
CAS: 1256482-63-9
Molecule Weight: 231.199
Formula: C10H11F2NO3
PN: 4657-3-0C
CAS: 18933-45-4
Molecule Weight: 253.153
Formula: C9H7F4NO3
PN: 2623-3-0B
CAS: 691904-77-5
Molecule Weight: 226.247
Formula: C12H15FO3
TSCA: Not listed on TSCA inventory
