![4-[(Tetrahydro-2H-pyran-2-yl)oxy]benzeneboronic acid](data:image/png;base64,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)
| Product Number | 6H60-1-W6 |
| Synonyms | 4-Hydroxybenzeneboronic acid tetrahydro-2H-pyran-2-yl ether |
| CAS | 182281-01-2 |
| MDL Number | MFCD02183525 |
| Molecular Formula | C11H15BO4 |
| Molecular Weight | 222.05 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 116-123 ℃
TSCA: Not listed on TSCA inventory
HTN: 2931.90.3000