![3-[4-(Difluoromethoxy)phenyl]propionic acid](data:image/png;base64,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)
| Product Number | 2621-3-1L |
| Synonyms | 3-[4-(Difluoromethoxy)phenyl]propanoic acid |
| CAS | 1000932-18-2 |
| MDL Number | MFCD09863355 |
| Molecular Formula | C10H10F2O3 |
| Molecular Weight | 216.184 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 66-69 ℃
TSCA: Not listed on TSCA inventory