| Product Number | 5660-3-X0 |
| CAS | 850623-57-3 |
| MDL Number | MFCD08235035 |
| Molecular Formula | C12H8BF4K |
| Molecular Weight | 278.1 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 1 g | 98 | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 5660-3-X0
CAS: 850623-57-3
Molecule Weight: 278.1
Formula: C12H8BF4K
![2-Fluoro-[1,1'-biphenyl]-4-boronic acid](data:image/png;base64,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)
PN: 6660-3-01
CAS: 178305-99-2
Molecule Weight: 216.02
Formula: C12H10BFO2
PN: 6660-3-0T
CAS: 1451390-71-8
Molecule Weight: 230.01
Formula: C7H4BF4KO
Melting Point: 290-294 ℃
TSCA: Not listed on TSCA inventory