![4-[(2-Phenylethyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
| Product Number | 8760-1-13 |
| Purity | 98 % |
| CAS | 330793-46-9 |
| MDL Number | MFCD09027209 |
| Molecular Formula | C15H16BNO3 |
| Molecular Weight | 269.11 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 195-198 ℃
TSCA: Not listed on TSCA inventory