| Product Number | 4658-3-Z1 |
| CAS | 1647-94-5 |
| MDL Number | MFCD01366671 |
| Molecular Formula | C16H14FNO3 |
| Molecular Weight | 287.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4658-3-Z1
CAS: 1647-94-5
Molecule Weight: 287.29
Formula: C16H14FNO3
PN: 4H58-3-5G
CAS: 478260-10-5
Molecule Weight: 299.301
Formula: C17H14FNO3
![3-(4-Fluorophenyl)-3-[(2,2,2-trifluoroacetyl)amino]propanoic acid](data:image/png;base64,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)
PN: 4658-3-X8
CAS: 117291-16-4
Molecule Weight: 279.191
Formula: C11H9F4NO3
PN: 4H21-3-4W
CAS: 383148-31-0
Molecule Weight: 299.301
Formula: C17H14FNO3
PN: 4H21-1-BE
CAS: 439095-70-2
Molecule Weight: 295.338
Formula: C18H17NO3
PN: 4H58-1-013
CAS: 3849-22-7
Molecule Weight: 191.186
Formula: C10H9NO3
PN: 4658-1-70
CAS: 32981-85-4
Molecule Weight: 299.326
Formula: C17H17NO4
PN: 4H21-1-BS
CAS: 478249-82-0
Molecule Weight: 295.338
Formula: C18H17NO3
TSCA: Not listed on TSCA inventory