![3-[2-Methoxy-3-(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
| Product Number | 2821-3-59 |
| Synonyms | 3-[2-Methoxy-3-(trifluoromethyl)phenyl]propanoic acid |
| CAS | 1092460-73-5 |
| MDL Number | MFCD11519319 |
| Molecular Formula | C11H11F3O3 |
| Molecular Weight | 248.201 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory