![[3-Chloro-5-(trifluoromethyl)benzyl]boronic acid, pinacol ester](data:image/png;base64,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)
| Product Number | 6860-7-06 |
| Synonyms | 2-[[3-Chloro-5-(trifluoromethyl)phenyl]methyl]-4,4,5,5-tetramethyl-1,3,2-dioxaborolane |
| CAS | |
| MDL Number | MFCD32708896 |
| Molecular Formula | C14H17BClF3O2 |
| Molecular Weight | 320.54 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory