| Product Number | 4648-3-84 |
| Purity | 97 % |
| CAS | 69065-91-4 |
| MDL Number | MFCD00119045 |
| Molecular Formula | C10H10FNO3 |
| Molecular Weight | 211.192 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4648-3-84
CAS: 69065-91-4
Molecule Weight: 211.192
Formula: C10H10FNO3
![Ethyl [(4-fluorophenyl)amino]acetate](data:image/png;base64,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)
PN: 4658-3-1F
CAS: 2521-99-5
Molecule Weight: 197.209
Formula: C10H12FNO2
PN: 4648-3-93
CAS: 648408-62-2
Molecule Weight: 229.183
Formula: C10H9F2NO3
PN: 4748-1-32
CAS: 18522-98-0
Molecule Weight: 207.229
Formula: C11H13NO3
![[(3,4-Difluorophenyl)carbamoyl]formic acid](data:image/png;base64,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)
PN: 4648-3-67
CAS: 738605-04-4
Molecule Weight: 201.129
Formula: C8H5F2NO3
PN: 4656-9-14
CAS: 24451-15-8
Molecule Weight: 272.098
Formula: C10H10BrNO3
![Ethyl 2-[(3-fluorophenyl)amino]acetate](data:image/png;base64,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)
PN: 4658-3-1E
CAS: 2573-30-0
Molecule Weight: 197.209
Formula: C10H12FNO2
Melting Point: 120-122 ℃
TSCA: Not listed on TSCA inventory
