![2-Methyl-4-oxo-4-[4-(trifluoromethyl)phenyl]butanoic acid](data:image/png;base64,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)
| Product Number | 2829-3-X9 |
| CAS | 75380-98-2 |
| MDL Number | MFCD04972252 |
| Molecular Formula | C12H11F3O3 |
| Molecular Weight | 260.212 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory