| Product Number | 4648-3-3J |
| Purity | 97 % |
| CAS | 1956-85-0 |
| MDL Number | MFCD07579066 |
| Molecular Formula | C9H8F3NO2 |
| Molecular Weight | 219.163 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4648-3-3J
CAS: 1956-85-0
Molecule Weight: 219.163
Formula: C9H8F3NO2
![2-Chloro-N-[3-(difluoromethoxy)phenyl]acetamide](data:image/png;base64,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)
PN: 4648-7-61
CAS: 302936-08-9
Molecule Weight: 235.61
Formula: C9H8ClF2NO2
![(2Z)-4-{[3-(Difluoromethoxy)phenyl]amino}-4-oxobut-2-enoic acid](data:image/png;base64,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)
PN: 4648-3-1E
CAS: 1216321-25-3
Molecule Weight: 257.193
Formula: C11H9F2NO4
PN: 46H8-5-00
CAS: 17641-08-6
Molecule Weight: 199.63
Formula: C9H10ClNO2
![1-[3-(Trifluoromethoxy)phenyl]piperazin-2-one](data:image/png;base64,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)
PN: 4H17-3-38
CAS: 215649-79-9
Molecule Weight: 260.216
Formula: C11H11F3N2O2
![1-[3-(Trifluoromethoxy)phenyl]piperazin-2-one hydrochloride](data:image/png;base64,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)
PN: 4H17-7-07
CAS: 221039-89-0
Molecule Weight: 296.67
Formula: C11H12ClF3N2O2
PN: 4648-3-1B
CAS: 14818-55-4
Molecule Weight: 219.163
Formula: C9H8F3NO2
TSCA: Not listed on TSCA inventory
