| Product Number | 4657-3-54 |
| Synonyms | 2-Amino-3-[2-(trifluoromethoxy)phenyl]propanoic acid |
| CAS | 1218228-20-6 |
| MDL Number | MFCD07371965 |
| Molecular Formula | C10H10F3NO3 |
| Molecular Weight | 249.189 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4657-3-54
CAS: 1218228-20-6
Molecule Weight: 249.189
Formula: C10H10F3NO3
PN: 4657-3-59
CAS: 1435806-18-0
Molecule Weight: 267.18
Formula: C10H9F4NO3
PN: 4H58-5-0D
CAS:
Molecule Weight: 231.68
Formula: C10H14ClNO3
![3-[2-(Trifluoromethoxy)phenyl]propanoic acid](data:image/png;base64,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)
PN: 2621-3-Y9
CAS: 914636-53-6
Molecule Weight: 234.174
Formula: C10H9F3O3
![3-[2-(Difluoromethoxy)phenyl]propionic acid](data:image/png;base64,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)
PN: 2621-3-6Z
CAS: 1017030-88-4
Molecule Weight: 216.184
Formula: C10H10F2O3
PN: 4H57-3-0C
CAS:
Molecule Weight: 267.18
Formula: C10H9F4NO3
PN: 4657-7-27
CAS: 1435806-19-1
Molecule Weight: 283.63
Formula: C10H9ClF3NO3
PN: 4657-3-58
CAS: 174732-57-1
Molecule Weight: 249.189
Formula: C10H10F3NO3
Melting Point: 236 ℃
TSCA: Not listed on TSCA inventory