| Product Number | 8H60-1-H1 |
| Synonyms | N-Morpholinyl 3-boronobenzamide |
| Purity | 96.0 % |
| CAS | 723281-55-8 |
| MDL Number | MFCD04115687 |
| Molecular Formula | C11H14BNO4 |
| Molecular Weight | 235.05 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H60-1-H1
CAS: 723281-55-8
Molecule Weight: 235.05
Formula: C11H14BNO4
![3-[(2-Methoxyethyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-1-28
CAS: 850567-33-8
Molecule Weight: 223.04
Formula: C10H14BNO4
PN: 8H60-3-X6
CAS: 874219-29-1
Molecule Weight: 253.04
Formula: C11H13BFNO4
![3-[(2-Hydroxyethyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 6660-1-P4
CAS: 955422-14-7
Molecule Weight: 209.01
Formula: C9H12BNO4
PN: 8660-1-W8
CAS: 237413-05-7
Molecule Weight: 221.06
Formula: C11H16BNO3
![3-[(N-Ethyl-N-methylamino)carbonyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-1-48
CAS: 871333-07-2
Molecule Weight: 207.04
Formula: C10H14BNO3
PN: 8H60-5-89
CAS: 871332-71-7
Molecule Weight: 269.49
Formula: C11H13BClNO4
PN: 6660-1-W6
CAS: 850567-39-4
Molecule Weight: 249.12
Formula: C13H20BNO3
Melting Point: 124-130 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090