| Product Number | 6660-3-2U |
| Purity | 95 % |
| CAS | 2121511-85-9 |
| MDL Number | MFCD26131144 |
| Molecular Formula | C8H10BFO4 |
| Molecular Weight | 199.97 |
| Units | Price (USD) | Availability |
|---|
PN: 6660-3-2U
CAS: 2121511-85-9
Molecule Weight: 199.97
Formula: C8H10BFO4
![[4-Fluoro-2-(methoxymethoxy)phenyl]boronic acid](data:image/png;base64,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)
PN: 6660-3-2W
CAS: 335254-87-0
Molecule Weight: 199.97
Formula: C8H10BFO4
PN: 6660-3-W4
CAS: 78495-63-3
Molecule Weight: 169.95
Formula: C7H8BFO3
PN: 6660-3-2X
CAS: 957062-68-9
Molecule Weight: 183.97
Formula: C8H10BFO3
PN: 6660-3-X8
CAS: 179899-07-1
Molecule Weight: 169.95
Formula: C7H8BFO3
PN: 6660-3-M9
CAS: 957061-21-1
Molecule Weight: 187.94
Formula: C7H7BF2O3
PN: 6660-3-2H
CAS: 919355-30-9
Molecule Weight: 187.94
Formula: C7H7BF2O3
TSCA: Not listed on TSCA inventory