| Product Number | 4H48-1-93 |
| Synonyms | 3-(Hydroxymethyl)pyrrolidin-5-one; 4-(Hydroxymethyl)-2-oxopyrrolidine |
| CAS | 64320-89-4 |
| MDL Number | MFCD11845728 |
| Molecular Formula | C5H9NO2 |
| Molecular Weight | 115.132 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-93
CAS: 64320-89-4
Molecule Weight: 115.132
Formula: C5H9NO2
PN: 4H56-1-5B
CAS: 59887-20-6
Molecule Weight: 129.159
Formula: C6H11NO2
![2-Oxa-6-azaspiro[3.4]octan-7-one](data:image/png;base64,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)
PN: 4H48-1-BQ
CAS: 1207174-87-5
Molecule Weight: 127.143
Formula: C6H9NO2
PN: 4H48-1-CJ
CAS: 76220-94-5
Molecule Weight: 115.132
Formula: C5H9NO2
PN: 4H58-1-24
CAS: 7268-43-1
Molecule Weight: 129.115
Formula: C5H7NO3
PN: 4H48-1-CK
CAS: 577780-05-3
Molecule Weight: 129.159
Formula: C6H11NO2
Melting Point: 92-95 ℃
TSCA: Not listed on TSCA inventory
