![3-[2-Fluoro-3-(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
| Product Number | 2821-3-55 |
| Synonyms | 3-[2-Fluoro-3-(trifluoromethyl)phenyl]propanoic acid |
| CAS | 916420-37-6 |
| MDL Number | MFCD09025354 |
| Molecular Formula | C10H8F4O2 |
| Molecular Weight | 236.166 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 39-42 ℃
TSCA: Not listed on TSCA inventory
HTN: 2916.39.4600