| Product Number | 8H60-1-H2 |
| Synonyms | (3-Phenylaminocarbonyl)benzeneboronic acid |
| CAS | 397843-71-9 |
| MDL Number | MFCD04115711 |
| Molecular Formula | C13H12BNO3 |
| Molecular Weight | 241.05 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 8H60-1-H2
CAS: 397843-71-9
Molecule Weight: 241.05
Formula: C13H12BNO3
![3-[(4-Chlorophenyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-5-25
CAS: 874288-31-0
Molecule Weight: 275.5
Formula: C13H11BClNO3
![3-[(4-Cyanophenyl)aminocarbonyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-1-Y6
CAS: 850567-36-1
Molecule Weight: 266.06
Formula: C14H11BN2O3
![3-[(4-Fluorophenyl)aminocarbonyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-3-X3
CAS: 850567-35-0
Molecule Weight: 259.04
Formula: C13H11BFNO3
![3-[(2,4-Dimethylphenyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8760-1-05
CAS: 957060-98-9
Molecule Weight: 269.11
Formula: C15H16BNO3
![3-[(4-Bromophenyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-9-03
CAS: 874288-28-5
Molecule Weight: 319.95
Formula: C13H11BBrNO3
PN: 8660-3-W0
CAS: 874219-33-7
Molecule Weight: 259.04
Formula: C13H11BFNO3
PN: 8660-3-T4
CAS: 874289-41-5
Molecule Weight: 259.04
Formula: C13H11BFNO3
Melting Point: 250-260 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090