| Product Number | 8660-1-11 |
| Synonyms | 3-Borono-N-methoxybenzamide |
| Purity | 97 % |
| CAS | 850567-26-9 |
| MDL Number | MFCD04115698 |
| Molecular Formula | C8H10BNO4 |
| Molecular Weight | 194.98 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8660-1-11
CAS: 850567-26-9
Molecule Weight: 194.98
Formula: C8H10BNO4
![3-[Methoxy(methyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-1-06
CAS: 723281-57-0
Molecule Weight: 209.01
Formula: C9H12BNO4
![4-Fluoro-3-[(methoxyamino)carbonyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-3-T6
CAS: 913835-47-9
Molecule Weight: 212.97
Formula: C8H9BFNO4
PN: 8660-3-V5
CAS: 874289-58-4
Molecule Weight: 212.97
Formula: C8H9BFNO4
PN: P311-A-03
CAS: 351422-73-6
Molecule Weight: 164.96
Formula: C7H8BNO3
PN: 6660-1-12
CAS: 913835-79-7
Molecule Weight: 179.97
Formula: C7H9BN2O3
![4-Fluoro-3-[(N-methoxy-N-methyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-3-T0
CAS: 874290-69-4
Molecule Weight: 227
Formula: C9H11BFNO4
PN: 8660-3-V4
CAS: 874289-59-5
Molecule Weight: 227
Formula: C9H11BFNO4
TSCA: Not listed on TSCA inventory