![6-(Trifluoromethyl)furo[2,3-b]pyridine-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-3-W9 |
| Synonyms | 2-Carboxy-6-(trifluoromethyl)furo[2,3-b]pyridine |
| CAS | 952182-47-7 |
| MDL Number | MFCD09836049 |
| Molecular Formula | C9H4F3NO3 |
| Molecular Weight | 231.13 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory