![2-[4-(Trifluoromethyl)phenyl]-1,2,3,4-tetrahydroquinolin-4-one](data:image/png;base64,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)
| Product Number | 4H17-3-24 |
| Synonyms | 2-[4-(Trifluoromethyl)phenyl]-2,3-dihydro-1H-quinolin-4-one |
| Purity | 97 % |
| CAS | 946049-56-5 |
| MDL Number | MFCD09999182 |
| Molecular Formula | C16H12F3NO |
| Molecular Weight | 291.273 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H17-3-24
CAS: 946049-56-5
Molecule Weight: 291.273
Formula: C16H12F3NO
PN: 4H48-1-B8
CAS: 30448-37-4
Molecule Weight: 161.204
Formula: C10H11NO
TSCA: Not listed on TSCA inventory