| Product Number | 4632-5-03 |
| CAS | 647824-76-8 |
| MDL Number | MFCD01935199 |
| Molecular Formula | C14H13Cl2NO |
| Molecular Weight | 282.16 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4632-5-03
CAS: 647824-76-8
Molecule Weight: 282.16
Formula: C14H13Cl2NO
PN: 4630-5-13
CAS: 89279-16-3
Molecule Weight: 290.57
Formula: C12H10Cl3NO
![N1-[2-(2,4-Dichlorophenoxy)phenyl]-2-chloroacetamide](data:image/png;base64,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)
PN: 4648-5-31
CAS: 219314-77-9
Molecule Weight: 330.59
Formula: C14H10Cl3NO2
TSCA: Not listed on TSCA inventory