![3-Fluoro-4-[(2-hydroxyethyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
| Product Number | 8160-3-X0 |
| Purity | 98 % |
| CAS | 874289-21-1 |
| MDL Number | MFCD08689535 |
| Molecular Formula | C9H11BFNO4 |
| Molecular Weight | 227 |
| 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: 8160-3-X0
CAS: 874289-21-1
Molecule Weight: 227
Formula: C9H11BFNO4
PN: 8660-3-U9
CAS: 874289-12-0
Molecule Weight: 211
Formula: C9H11BFNO3
PN: 8660-3-Z6
CAS: 874289-14-2
Molecule Weight: 239.05
Formula: C11H15BFNO3
PN: 8660-3-V3
CAS: 874289-16-4
Molecule Weight: 225.03
Formula: C10H13BFNO3
PN: 8660-3-V7
CAS: 874289-18-6
Molecule Weight: 239.05
Formula: C11H15BFNO3
PN: 8160-3-X1
CAS: 874289-15-3
Molecule Weight: 225.03
Formula: C10H13BFNO3
PN: 6660-3-T7
CAS: 849833-86-9
Molecule Weight: 196.97
Formula: C8H9BFNO3
PN: 8660-3-V8
CAS: 874289-19-7
Molecule Weight: 273.07
Formula: C14H13BFNO3
Melting Point: 217-219 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090