![2-[2-(Trifluoromethyl)phenyl]cyclopropane-1-carboxylic acid](data:image/png;base64,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)
| Product Number | 2821-3-93 |
| Synonyms | 2-[2-(Trifluoromethyl)phenyl]cyclopropanecarboxylic acid |
| Purity | 97 % |
| CAS | 1187933-13-6 |
| MDL Number | MFCD12913655 |
| Molecular Formula | C11H9F3O2 |
| Molecular Weight | 230.186 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory