| Product Number | 4657-3-0F |
| Purity | 97 % |
| CAS | 366-47-2 |
| MDL Number | MFCD00479174 |
| Molecular Formula | C9H8FNO3 |
| Molecular Weight | 197.165 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4657-3-0F
CAS: 366-47-2
Molecule Weight: 197.165
Formula: C9H8FNO3
PN: 4657-3-0G
CAS: 363-34-8
Molecule Weight: 197.165
Formula: C9H8FNO3
![2-[(2,3,4-Trifluorophenyl)formamido]propanoic acid](data:image/png;base64,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)
PN: 4658-3-21
CAS: 1103979-29-8
Molecule Weight: 247.173
Formula: C10H8F3NO3
PN: 4648-3-2D
CAS: 459218-95-2
Molecule Weight: 181.21
Formula: C10H12FNO
![Ethyl 2-[(4-fluorophenyl)formamido]acetate](data:image/png;base64,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)
PN: 4H48-3-7Y
CAS: 128062-25-9
Molecule Weight: 225.219
Formula: C11H12FNO3
TSCA: Not listed on TSCA inventory
