![2-[[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]oxy]acetic acid](data:image/png;base64,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)
| Product Number | 4H21-7-0T |
| Synonyms | O-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]glycolic acid |
| CAS | 95355-49-0 |
| MDL Number | MFCD10568276 |
| Molecular Formula | C8H5ClF3NO3 |
| Molecular Weight | 255.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory