![3-Chloro-6-(trifluoromethyl)benzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 6H21-7-01 |
| Synonyms | 3-Chloro-6-(trifluoromethyl)-1-benzothiophene-2-carboxylic acid |
| CAS | 923849-73-4 |
| MDL Number | MFCD08444955 |
| Molecular Formula | C10H4ClF3O2S |
| Molecular Weight | 280.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory