![4-[(2,3-Dimethylphenyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
| Product Number | 8760-1-X6 |
| Synonyms | 4-Borono-N-(2,3-dimethylphenyl)benzamide |
| Purity | 98 % |
| CAS | 913835-36-6 |
| MDL Number | MFCD09027210 |
| Molecular Formula | C15H16BNO3 |
| Molecular Weight | 269.11 |
| 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: 8760-1-X6
CAS: 913835-36-6
Molecule Weight: 269.11
Formula: C15H16BNO3
![4-[(2,5-Dimethylphenyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8760-1-X3
CAS: 913835-40-2
Molecule Weight: 269.11
Formula: C15H16BNO3
![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
PN: 8660-1-25
CAS: 330793-45-8
Molecule Weight: 241.05
Formula: C13H12BNO3
![3-[(2,3-Dimethylphenyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8760-1-06
CAS: 957060-99-0
Molecule Weight: 269.11
Formula: C15H16BNO3
![3-[(2,5-Dimethylphenyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8760-1-03
CAS: 957061-00-6
Molecule Weight: 269.11
Formula: C15H16BNO3
![4-{[2-(Trifluoromethyl)phenyl]carbamoyl}benzeneboronic acid](data:image/png;base64,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)
PN: 8860-3-X0
CAS: 913835-42-4
Molecule Weight: 309.05
Formula: C14H11BF3NO3
![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
TSCA: Not listed on TSCA inventory
HTN: 2931.90.3000