| Product Number | 4657-3-56 |
| Synonyms | 2-Amino-3-[3-(trifluoromethoxy)phenyl]propanoic acid |
| CAS | 439587-14-1 |
| MDL Number | MFCD04116035 |
| 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: 4657-3-56
CAS: 439587-14-1
Molecule Weight: 249.189
Formula: C10H10F3NO3
PN: 4757-3-36
CAS: 1435806-20-4
Molecule Weight: 263.216
Formula: C11H12F3NO3
PN: 4657-3-60
CAS: 1259979-50-4
Molecule Weight: 279.215
Formula: C11H12F3NO4
PN: 4657-1-RF
CAS: 145306-65-6
Molecule Weight: 195.218
Formula: C10H13NO3
PN: 4657-1-SF
CAS: 33879-32-2
Molecule Weight: 195.218
Formula: C10H13NO3
![3-[3-(Trifluoromethoxy)phenyl]propionic acid](data:image/png;base64,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)
PN: 2721-3-33
CAS: 168833-77-0
Molecule Weight: 234.174
Formula: C10H9F3O3
![3-[3-(Difluoromethoxy)phenyl]propionic acid](data:image/png;base64,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)
PN: 2621-3-1H
CAS: 1092460-66-6
Molecule Weight: 216.184
Formula: C10H10F2O3
PN: 4657-3-57
CAS: 1391002-18-8
Molecule Weight: 267.18
Formula: C10H9F4NO3
TSCA: Not listed on TSCA inventory