| Product Number | 4848-3-06 |
| Purity | 97 % |
| CAS | 1960-77-6 |
| MDL Number | MFCD00117941 |
| Molecular Formula | C10H7F3N2O |
| Molecular Weight | 228.174 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4848-3-06
CAS: 1960-77-6
Molecule Weight: 228.174
Formula: C10H7F3N2O
PN: 4848-3-Y8
CAS: 2300-88-1
Molecule Weight: 217.191
Formula: C10H10F3NO
PN: 4848-3-51
CAS: 1939-19-1
Molecule Weight: 245.245
Formula: C12H14F3NO
PN: 4848-3-03
CAS: 351-36-0
Molecule Weight: 203.164
Formula: C9H8F3NO
PN: 4848-3-53
CAS: 130721-86-7
Molecule Weight: 313.243
Formula: C13H13F6NO
![N1-[3,5-Di(trifluoromethyl)phenyl]-3-bromopropanamide](data:image/png;base64,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)
PN: 4848-B-09
CAS: 283171-45-9
Molecule Weight: 364.085
Formula: C11H8BrF6NO
PN: 4848-3-Z3
CAS: 783-05-1
Molecule Weight: 229.202
Formula: C11H10F3NO
PN: 4848-3-X6
CAS: 16143-84-3
Molecule Weight: 271.162
Formula: C10H7F6NO
Melting Point: 143-145 ℃
TSCA: Not listed on TSCA inventory