| Product Number | 4630-3-08 |
| Synonyms | 1-(2-Amino-4-fluorophenyl)-2,2,2-trifluoroethan-1-one; 5-Fluoro-2-(trifluoroacetyl)aniline |
| CAS | 1448858-51-2 |
| MDL Number | MFCD25976382 |
| Molecular Formula | C8H5F4NO |
| Molecular Weight | 207.128 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4630-3-08
CAS: 1448858-51-2
Molecule Weight: 207.128
Formula: C8H5F4NO
PN: 4630-3-15
CAS: 205756-56-5
Molecule Weight: 207.128
Formula: C8H5F4NO
PN: 4630-3-18
CAS: 1414958-90-9
Molecule Weight: 225.118
Formula: C8H4F5NO
PN: 4656-3-Z9
CAS: 351002-89-6
Molecule Weight: 189.137
Formula: C8H6F3NO
PN: 4630-3-09
CAS: 1448858-55-6
Molecule Weight: 207.128
Formula: C8H5F4NO
PN: 4630-3-12
CAS: 214288-07-0
Molecule Weight: 207.128
Formula: C8H5F4NO
PN: 4630-3-11
CAS: 205756-47-4
Molecule Weight: 225.118
Formula: C8H4F5NO
![2,2,2-Trifluoro-1-[2-(methylamino)phenyl]ethan-1-one](data:image/png;base64,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)
PN: 4631-3-01
CAS: 202270-41-5
Molecule Weight: 203.164
Formula: C9H8F3NO
TSCA: Not listed on TSCA inventory