![2-(Trifluoromethyl)imidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-3-V2 |
| Synonyms | 3-Carboxy-2-(trifluoromethyl)imidazo[1,2-a]pyridine |
| CAS | 73221-19-9 |
| MDL Number | MFCD06496239 |
| Molecular Formula | C9H5F3N2O2 |
| Molecular Weight | 230.146 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 194-196 ℃
TSCA: Not listed on TSCA inventory