![3-[4-(Difluoromethoxy)-3-methoxyphenyl]propionic acid](data:image/png;base64,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)
| Product Number | 2621-3-1K |
| Synonyms | 3-[4-(Difluoromethoxy)-3-methoxyphenyl]propanoic acid |
| CAS | 1092460-76-8 |
| MDL Number | MFCD11519324 |
| Molecular Formula | C11H12F2O4 |
| Molecular Weight | 246.21 |
| 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