| Product Number | 4H17-1-Y9 |
| Synonyms | 5-Oxo-5,6,7,8-tetrahydroquinoline; 5,6,7,8-Tetrahydroquinolin-5-one |
| Purity | 98 % |
| CAS | 53400-41-2 |
| MDL Number | MFCD02181161 |
| Molecular Formula | C9H9NO |
| Molecular Weight | 147.177 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H17-1-Y9
CAS: 53400-41-2
Molecule Weight: 147.177
Formula: C9H9NO
PN: 4H17-1-15
CAS: 56826-69-8
Molecule Weight: 147.177
Formula: C9H9NO
PN: 4H17-5-1S
CAS: 127724-75-8
Molecule Weight: 181.62
Formula: C9H8ClNO
PN: 4H56-5-CH
CAS: 124467-36-3
Molecule Weight: 181.62
Formula: C9H8ClNO
PN: 4H56-1-266
CAS: 73387-83-4
Molecule Weight: 177.203
Formula: C10H11NO2
![6,7-Dihydro-5H-cyclopenta[b]pyridin-5-one](data:image/png;base64,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)
PN: 4H17-1-3K
CAS: 28566-14-5
Molecule Weight: 133.15
Formula: C8H7NO
PN: 4H17-9-0T
CAS: 904929-24-4
Molecule Weight: 226.073
Formula: C9H8BrNO
TSCA: Not listed on TSCA inventory
