| Product Number | 4748-5-28 |
| Synonyms | 2-Chloro-N-(4-cyclohexylphenyl)acetamide |
| CAS | 212055-50-0 |
| MDL Number | MFCD00729082 |
| Molecular Formula | C14H18ClNO |
| Molecular Weight | 251.75 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4748-5-28
CAS: 212055-50-0
Molecule Weight: 251.75
Formula: C14H18ClNO
PN: 4748-5-X7
CAS: 1527-61-3
Molecule Weight: 211.69
Formula: C11H14ClNO
![N1-[4-(tert-Butyl)phenyl]-2-chloroacetamide](data:image/png;base64,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)
PN: 4748-5-35
CAS: 20330-46-5
Molecule Weight: 225.72
Formula: C12H16ClNO
PN: 4748-5-X8
CAS: 306935-56-8
Molecule Weight: 239.74
Formula: C13H18ClNO
PN: 4648-5-37
CAS: 38283-38-4
Molecule Weight: 211.65
Formula: C10H10ClNO2
TSCA: Not listed on TSCA inventory
