| Product Number | 6660-1-64 |
| CAS | 886593-45-9 |
| MDL Number | MFCD09992905 |
| Molecular Formula | C9H13BO3 |
| Molecular Weight | 180.01 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6660-1-64
CAS: 886593-45-9
Molecule Weight: 180.01
Formula: C9H13BO3
PN: 6660-1-66
CAS: 518336-20-4
Molecule Weight: 165.98
Formula: C8H11BO3
![4-[Hydroxy(phenyl)methyl]benzeneboronic acid](data:image/png;base64,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)
PN: 6660-1-PD
CAS: 1221823-69-3
Molecule Weight: 228.05
Formula: C13H13BO3
PN: 6760-1-X0
CAS: 16152-51-5
Molecule Weight: 164.01
Formula: C9H13BO2
PN: 6760-1-X8
CAS: 123324-71-0
Molecule Weight: 178.04
Formula: C10H15BO2
![[4-(1-Ethoxyethyl)phenyl]boronic acid](data:image/png;base64,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)
PN: 6660-1-1F
CAS: 1287753-39-2
Molecule Weight: 194.04
Formula: C10H15BO3
PN: 6760-1-W9
CAS: 59016-93-2
Molecule Weight: 151.96
Formula: C7H9BO3
PN: 8660-1-Y2
CAS: 850568-67-1
Molecule Weight: 189.02
Formula: C10H12BNO2
TSCA: Not listed on TSCA inventory