![4-[3-(Trifluoromethyl)phenyl]oxane-4-carboxylic acid](data:image/png;base64,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)
| Product Number | 2H21-3-26 |
| CAS | 1035261-84-7 |
| MDL Number | MFCD10690199 |
| Molecular Formula | C13H13F3O3 |
| Molecular Weight | 274.239 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory