| Product Number | 4756-1-Y6 |
| Synonyms | N-(5-Amino-2-methylphenyl)acetamide |
| Purity | 97 % |
| CAS | 5434-30-0 |
| MDL Number | MFCD00047859 |
| Molecular Formula | C9H12N2O |
| Molecular Weight | 164.208 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4756-1-Y6
CAS: 5434-30-0
Molecule Weight: 164.208
Formula: C9H12N2O
![N1-[3-(Ethylamino)-4-methylphenyl]acetamide](data:image/png;base64,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)
PN: 4748-1-24
CAS: 63134-04-3
Molecule Weight: 192.262
Formula: C11H16N2O
PN: 4748-1-42
CAS: 2050-43-3
Molecule Weight: 163.22
Formula: C10H13NO
PN: 4648-5-23
CAS: 621-35-2
Molecule Weight: 186.64
Formula: C8H11ClN2O
PN: 4658-9-1Q
CAS: 32433-61-7
Molecule Weight: 242.116
Formula: C10H12BrNO
Melting Point: 139-140 ℃
TSCA: Not listed on TSCA inventory
EINECS: 226-599-0
