![3-[4-Fluoro-3-methyl-5-(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
| Product Number | 2821-3-71 |
| Synonyms | 3-[4-Fluoro-3-methyl-5-(trifluoromethyl)phenyl]propanoic acid |
| CAS | 1373920-73-0 |
| MDL Number | MFCD22201076 |
| Molecular Formula | C11H10F4O2 |
| Molecular Weight | 250.193 |
| 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