| Product Number | 8660-1-W4 |
| Purity | 98 % |
| CAS | 850567-40-7 |
| MDL Number | MFCD06659890 |
| Molecular Formula | C13H20BNO3 |
| Molecular Weight | 249.12 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8660-1-W4
CAS: 850567-40-7
Molecule Weight: 249.12
Formula: C13H20BNO3
PN: 8660-1-W5
CAS: 397843-69-5
Molecule Weight: 207.04
Formula: C10H14BNO3
![3-[(tert-Butyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-1-Z5
CAS: 183158-30-7
Molecule Weight: 221.06
Formula: C11H16BNO3
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: 6660-1-P2
CAS: 850567-21-4
Molecule Weight: 193.01
Formula: C9H12BNO3
PN: 8660-1-V1
CAS: 373384-14-6
Molecule Weight: 193.01
Formula: C9H12BNO3
PN: 6660-1-W6
CAS: 850567-39-4
Molecule Weight: 249.12
Formula: C13H20BNO3
Melting Point: 170-174 ℃
TSCA: Not listed on TSCA inventory
HTN: 2931.90.3000