| Product Number | 4656-1-G9 |
| Synonyms | N-(4-Acetylphenyl)acetamide; 1-[4-(Acetylamino)phenyl]ethan-1-one |
| Purity | 98 % |
| CAS | 2719-21-3 |
| MDL Number | MFCD00014965 |
| Molecular Formula | C10H11NO2 |
| Molecular Weight | 177.203 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![N-[4-(2-Bromoacetyl)phenyl]acetamide](data:image/png;base64,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)
PN: 4656-9-X8
CAS: 21675-02-5
Molecule Weight: 256.099
Formula: C10H10BrNO2
PN: 4648-5-37
CAS: 38283-38-4
Molecule Weight: 211.65
Formula: C10H10ClNO2
PN: 4648-1-33
CAS: 16267-10-0
Molecule Weight: 209.201
Formula: C10H11NO4
![N1-[4-(tert-Butyl)phenyl]acetamide](data:image/png;base64,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)
PN: 4748-1-29
CAS: 20330-45-4
Molecule Weight: 191.274
Formula: C12H17NO
![N-[4-(2-Hydroxyethyl)phenyl]acetamide](data:image/png;base64,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)
PN: 4648-1-4H
CAS: 83345-11-3
Molecule Weight: 179.219
Formula: C10H13NO2
Melting Point: 164-166 ℃
TSCA: Not listed on TSCA inventory
EINECS: 220-320-6
