![3-[2-Methyl-3-(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
| Product Number | 2821-3-61 |
| Synonyms | 3-[2-Methyl-3-(trifluoromethyl)phenyl]propanoic acid |
| CAS | 1017777-98-8 |
| MDL Number | MFCD09832282 |
| Molecular Formula | C11H11F3O2 |
| Molecular Weight | 232.202 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 90-93 ℃
TSCA: Not listed on TSCA inventory
HTN: 2916.39.4600