| Product Number | 6660-3-N2 |
| Purity | 98 % |
| CAS | 851335-07-4 |
| MDL Number | MFCD08458473 |
| Molecular Formula | C7H6BFO4 |
| Molecular Weight | 183.93 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6660-3-N2
CAS: 851335-07-4
Molecule Weight: 183.93
Formula: C7H6BFO4
PN: 6660-3-T8
CAS: 603122-84-5
Molecule Weight: 197.96
Formula: C8H8BFO4
PN: 6660-3-4V
CAS: 2022984-58-1
Molecule Weight: 215.95
Formula: C8H7BF2O4
PN: 6660-3-3S
CAS: 1029716-92-4
Molecule Weight: 201.92
Formula: C7H5BF2O4
![[2-Fluoro-4-(hydroxymethyl)phenyl]boronic acid](data:image/png;base64,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)
PN: 6660-3-0Y
CAS: 1331945-14-2
Molecule Weight: 169.95
Formula: C7H8BFO3
PN: 6660-3-66
CAS: 871126-22-6
Molecule Weight: 167.93
Formula: C7H6BFO3
PN: 6660-B-06
CAS: 957034-89-8
Molecule Weight: 262.83
Formula: C7H5BBrFO4
PN: 6660-3-2L
CAS: 1402238-29-2
Molecule Weight: 215.95
Formula: C8H7BF2O4
Melting Point: 213-215 ℃
TSCA: Not listed on TSCA inventory
HTN: 2931.90.3000