| Product Number | 8660-1-U6 |
| Purity | 98 % |
| CAS | 913835-85-5 |
| MDL Number | MFCD09027225 |
| Molecular Formula | C11H16BNO4 |
| Molecular Weight | 237.06 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8660-1-U6
CAS: 913835-85-5
Molecule Weight: 237.06
Formula: C11H16BNO4
![4-[(3-Hydroxypropyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-1-56
CAS: 913835-29-7
Molecule Weight: 223.04
Formula: C10H14BNO4
PN: 8660-1-T3
CAS: 171922-46-6
Molecule Weight: 207.04
Formula: C10H14BNO3
![4-[(3-Methoxy-3-oxopropyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-1-67
CAS: 957034-76-3
Molecule Weight: 251.05
Formula: C11H14BNO5
PN: 8660-1-W6
CAS: 252663-48-2
Molecule Weight: 221.06
Formula: C11H16BNO3
![4-[(3-Ethoxy-3-oxopropyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-1-19
CAS: 850568-19-3
Molecule Weight: 265.07
Formula: C12H16BNO5
PN: 8660-1-17
CAS: 850568-32-0
Molecule Weight: 249.12
Formula: C13H20BNO3
PN: 8660-1-61
CAS: 850568-13-7
Molecule Weight: 221.06
Formula: C11H16BNO3
TSCA: Not listed on TSCA inventory
HTN: 2931.90.3000