![3-[4-Methoxy-3-(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
| Product Number | 2821-3-72 |
| Synonyms | 3-[4-Methoxy-3-(trifluoromethyl)phenyl]propanoic acid |
| CAS | 1005205-20-8 |
| MDL Number | MFCD11519317 |
| Molecular Formula | C11H11F3O3 |
| Molecular Weight | 248.201 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 94-97 ℃
TSCA: Not listed on TSCA inventory