![3-[1,2-Dihydro-2-oxo-5-(trifluoromethyl)pyrid-1-yl]propionic acid](data:image/png;base64,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)
| Product Number | 4H57-3-X1 |
| Purity | 97 % |
| CAS | 175277-72-2 |
| MDL Number | MFCD00204217 |
| Molecular Formula | C9H8F3NO3 |
| Molecular Weight | 235.162 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 106-108 ℃
TSCA: Not listed on TSCA inventory