| Product Number | 8660-1-V2 |
| Synonyms | 2-(Dimethylaminocarbonyl)benzeneboronic acid |
| Purity | 95 % |
| CAS | 874219-16-6 |
| MDL Number | MFCD03425959 |
| Molecular Formula | C9H12BNO3 |
| Molecular Weight | 193.01 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8660-1-V2
CAS: 874219-16-6
Molecule Weight: 193.01
Formula: C9H12BNO3
PN: 8660-1-39
CAS: 129112-21-6
Molecule Weight: 221.06
Formula: C11H16BNO3
![2-[(Diisopropylamino)carbonyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-1-41
CAS: 103681-98-7
Molecule Weight: 249.12
Formula: C13H20BNO3
PN: 8660-1-Z1
CAS: 380430-54-6
Molecule Weight: 164.96
Formula: C7H8BNO3
![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
PN: 8H60-1-1P
CAS: 874219-17-7
Molecule Weight: 235.05
Formula: C11H14BNO4
PN: 8660-3-Y5
CAS: 957062-96-3
Molecule Weight: 196.97
Formula: C8H9BFNO3
PN: 8660-1-V0
CAS: 405520-68-5
Molecule Weight: 193.01
Formula: C9H12BNO3
Melting Point: 108-110 ℃
TSCA: Not listed on TSCA inventory
HTN: 2931.90.3000