![4-Fluoro-3-[(2-hydroxyethyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
| Product Number | 8660-3-U3 |
| Purity | 98 % |
| CAS | 874219-25-7 |
| MDL Number | MFCD08235044 |
| Molecular Formula | C9H11BFNO4 |
| Molecular Weight | 227 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8660-3-U3
CAS: 874219-25-7
Molecule Weight: 227
Formula: C9H11BFNO4
PN: 8660-3-U1
CAS: 874219-20-2
Molecule Weight: 211
Formula: C9H11BFNO3
PN: 8660-3-W5
CAS: 874219-28-0
Molecule Weight: 239.05
Formula: C11H15BFNO3
PN: 8660-3-W1
CAS: 874219-32-6
Molecule Weight: 225.03
Formula: C10H13BFNO3
PN: 8660-3-U4
CAS: 874219-21-3
Molecule Weight: 225.03
Formula: C10H13BFNO3
PN: 8660-3-U6
CAS: 874219-26-8
Molecule Weight: 239.05
Formula: C11H15BFNO3
PN: 8660-3-U2
CAS: 874219-22-4
Molecule Weight: 273.07
Formula: C14H13BFNO3
PN: 8660-3-W9
CAS: 874219-19-9
Molecule Weight: 196.97
Formula: C8H9BFNO3
Melting Point: 89-91 ℃
TSCA: Not listed on TSCA inventory
HTN: 2931.90.3000