![4-[4-(Trifluoromethyl)phenyl]pyridine-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H58-3-5D |
| Purity | 95 % |
| CAS | 1255634-46-8 |
| MDL Number | MFCD14666495 |
| Molecular Formula | C13H8F3NO2 |
| Molecular Weight | 267.207 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory