| Product Number | 4248-1-07 |
| Synonyms | 2-Carbamoyl-1,1-dimethylcyclopropane; 2-(Aminocarbonyl)-1,1-dimethylcyclopropane |
| CAS | 1759-55-3 |
| MDL Number | MFCD00829406 |
| 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: 4248-1-S1
CAS: 75885-58-4
Molecule Weight: 113.16
Formula: C6H11NO
PN: 4248-1-07
CAS: 1759-55-3
Molecule Weight: 113.16
Formula: C6H11NO
PN: 4248-1-12
CAS: 81428-99-1
Molecule Weight: 99.133
Formula: C5H9NO
![Bicyclo[1.1.1]pentane-1-carboxamide](data:image/png;base64,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)
PN: 4248-1-27
CAS: 107474-98-6
Molecule Weight: 111.144
Formula: C6H9NO
PN: 4248-1-21
CAS: 63884-38-8
Molecule Weight: 114.148
Formula: C5H10N2O
PN: 4248-5-07
CAS: 1956355-13-7
Molecule Weight: 150.61
Formula: C5H11ClN2O
Melting Point: 176-177 ℃
TSCA: Not listed on TSCA inventory
