| Product Number | 4848-7-16 |
| Purity | 95.0 % |
| CAS | 247170-19-0 |
| MDL Number | MFCD01313231 |
| Molecular Formula | C9H7ClF3NO |
| Molecular Weight | 237.61 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4848-7-16
CAS: 247170-19-0
Molecule Weight: 237.61
Formula: C9H7ClF3NO
![N1-[2-Chloro-4-(trifluoromethyl)phenyl]-2-bromoacetamide](data:image/png;base64,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)
PN: 4848-F-03
CAS: 259196-41-3
Molecule Weight: 316.5
Formula: C9H6BrClF3NO
PN: 4648-5-X1
CAS: 53312-88-2
Molecule Weight: 194.62
Formula: C9H7ClN2O
PN: 8761-5-01
CAS: 216501-19-8
Molecule Weight: 215.7
Formula: C9H10ClNOS
PN: 4648-5-X0
CAS: 927676-49-1
Molecule Weight: 229.06
Formula: C9H6Cl2N2O
PN: 4848-3-04
CAS: 349-97-3
Molecule Weight: 203.164
Formula: C9H8F3NO
PN: 4848-7-X6
CAS: 2707-23-5
Molecule Weight: 237.61
Formula: C9H7ClF3NO
PN: 4848-B-X1
CAS: 3823-19-6
Molecule Weight: 282.06
Formula: C9H7BrF3NO
Melting Point: 131-135 ℃
TSCA: Not listed on TSCA inventory