| Product Number | 4756-1-X4 |
| Synonyms | N-(4-Acetyl-3-methylphenyl)acetamide; 4-Acetyl-3-methylacetanilide; 1-[4-(Acetylamino)-2-methylphenyl]ethan-1-one |
| CAS | 34956-31-5 |
| MDL Number | MFCD02258876 |
| Molecular Formula | C11H13NO2 |
| Molecular Weight | 191.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4756-1-X4
CAS: 34956-31-5
Molecule Weight: 191.23
Formula: C11H13NO2
PN: 4748-1-0E
CAS: 2198-54-1
Molecule Weight: 163.22
Formula: C10H13NO
![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
PN: 4758-1-38
CAS: 103204-69-9
Molecule Weight: 193.202
Formula: C10H11NO3
Melting Point: 137-140 ℃
TSCA: Not listed on TSCA inventory
