| Product Number | 4H48-1-W0 |
| Synonyms | 3,3-Dimethyl-1-(3-ethynylphenyl)azetan-2-one; 3,3-Dimethyl-1-(3-ethynylphenyl)-2-oxoazetidine; 3,3-Dimethyl-1-(3-ethynylphenyl)-2-oxoazetane; 3-(3,3-Dimethyl-2-oxoazetidin-1-yl)phenylacetylene |
| CAS | 886361-64-4 |
| MDL Number | MFCD06200947 |
| Molecular Formula | C13H13NO |
| Molecular Weight | 199.253 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-W0
CAS: 886361-64-4
Molecule Weight: 199.253
Formula: C13H13NO
PN: 4H37-1-5G
CAS: 341965-81-9
Molecule Weight: 200.241
Formula: C12H12N2O
PN: 4H17-1-6L
CAS: 453557-75-0
Molecule Weight: 217.268
Formula: C13H15NO2
PN: 4648-1-1F
CAS: 454473-69-9
Molecule Weight: 200.241
Formula: C12H12N2O
PN: 4H48-1-02U
CAS: 861208-20-0
Molecule Weight: 270.332
Formula: C16H18N2O2
PN: 4H17-1-6H
CAS: 339015-93-9
Molecule Weight: 217.268
Formula: C13H15NO2
![2-[4-(3,3-Dimethyl-2-oxoazetidin-1-yl)phenyl]acetonitrile](data:image/png;base64,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)
PN: 4H37-1-5Y
CAS: 478262-00-9
Molecule Weight: 214.268
Formula: C13H14N2O
Melting Point: 57-59 ℃
TSCA: Not listed on TSCA inventory
