![3-[5-Chloro-2-(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
| Product Number | 2821-7-19 |
| Synonyms | 3-[5-Chloro-2-(trifluoromethyl)phenyl]propanoic acid |
| CAS | 916420-80-9 |
| MDL Number | MFCD09025402 |
| Molecular Formula | C10H8ClF3O2 |
| Molecular Weight | 252.62 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory
HTN: 2916.39.4600