| Product Number | 8H60-1-H6 |
| CAS | 223433-45-2 |
| MDL Number | MFCD01319041 |
| Molecular Formula | C11H16BNO3 |
| Molecular Weight | 221.06 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H60-1-H6
CAS: 223433-45-2
Molecule Weight: 221.06
Formula: C11H16BNO3
PN: 8H60-1-1P
CAS: 874219-17-7
Molecule Weight: 235.05
Formula: C11H14BNO4
![[4-(Morpholinomethyl)phenyl]boronic acid](data:image/png;base64,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)
PN: 8H60-1-LC
CAS: 279262-23-6
Molecule Weight: 221.06
Formula: C11H16BNO3
PN: 8H60-5-0P
CAS: 1335234-36-0
Molecule Weight: 257.52
Formula: C11H17BClNO3
![2-[(Dimethylamino)methyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8760-1-16
CAS: 85107-53-5
Molecule Weight: 179.03
Formula: C9H14BNO2
Melting Point: 222-226 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090