| Product Number | 8660-1-08 |
| Synonyms | 4-[(Phenylcarbonyl)amino]benzeneboronic acid; N-(4-Boronophenyl)benzamide |
| Purity | 95 % |
| CAS | 397843-80-0 |
| MDL Number | MFCD08235089 |
| 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 |
PN: 8660-1-08
CAS: 397843-80-0
Molecule Weight: 241.05
Formula: C13H12BNO3
PN: 8660-1-25
CAS: 330793-45-8
Molecule Weight: 241.05
Formula: C13H12BNO3
PN: 8H60-1-H2
CAS: 397843-71-9
Molecule Weight: 241.05
Formula: C13H12BNO3
![4-[(4-Chlorophenyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-5-Y5
CAS: 874288-02-5
Molecule Weight: 275.5
Formula: C13H11BClNO3
![4-[(4-Fluorophenyl)aminocarbonyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-3-X4
CAS: 850568-27-3
Molecule Weight: 259.04
Formula: C13H11BFNO3
![4-[(2,4-Dimethylphenyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8760-1-X4
CAS: 913835-38-8
Molecule Weight: 269.11
Formula: C15H16BNO3
![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
TSCA: Not listed on TSCA inventory
