| Product Number | 4H48-1-MX |
| Synonyms | 3-Methyl-2-oxopiperidine |
| CAS | 3768-43-2 |
| MDL Number | MFCD00177941 |
| Molecular Formula | C6H11NO |
| Molecular Weight | 113.16 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-BN
CAS: 339182-26-2
Molecule Weight: 128.175
Formula: C6H12N2O
PN: 4H48-1-0BB
CAS: 25219-43-6
Molecule Weight: 129.159
Formula: C6H11NO2
![2,9-Diazaspiro[5.5]undecan-1-one hydrochloride](data:image/png;base64,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)
PN: 4H48-5-AL
CAS: 1187173-73-4
Molecule Weight: 204.7
Formula: C9H17ClN2O
![2,6-Diazaspiro[3.5]nonan-1-one](data:image/png;base64,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)
PN: 4H48-1-016
CAS: 1422062-20-1
Molecule Weight: 140.186
Formula: C7H12N2O
PN: 4H48-1-VU
CAS: 5115-98-0
Molecule Weight: 142.202
Formula: C7H14N2O
Melting Point: 64-65 ℃
TSCA: Not listed on TSCA inventory
