| Product Number | 4648-1-97 |
| Synonyms | Phenacetin; N-(4-Ethoxyphenyl)acetamide; 4-Ethoxyacetanilide |
| CAS | 62-44-2 |
| MDL Number | MFCD00009094 |
| Molecular Formula | C10H13NO2 |
| Molecular Weight | 179.219 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![N1-[4-(Allyloxy)phenyl]acetamide](data:image/png;base64,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)
PN: 4948-1-09
CAS: 6622-73-7
Molecule Weight: 191.23
Formula: C11H13NO2
PN: 4648-1-60
CAS: 23563-26-0
Molecule Weight: 207.273
Formula: C12H17NO2
![N-[4-(Carbamoylmethoxy)phenyl]ethanamide](data:image/png;base64,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)
PN: 4648-1-37
CAS: 6033-85-8
Molecule Weight: 208.217
Formula: C10H12N2O3
PN: 8661-1-03
CAS: 34282-29-6
Molecule Weight: 197.25
Formula: C9H11NO2S
PN: 4648-5-Y1
CAS: 22303-36-2
Molecule Weight: 199.63
Formula: C9H10ClNO2
Melting Point: 134-136 ℃
TSCA: Listed on TSCA inventory
