| Product Number | 6660-5-41 |
| CAS | 849062-33-5 |
| MDL Number | MFCD06411352 |
| Molecular Formula | C13H12BClO3 |
| Molecular Weight | 262.5 |
| Units | Price (USD) | Availability |
|---|
PN: 6660-5-41
CAS: 849062-33-5
Molecule Weight: 262.5
Formula: C13H12BClO3
PN: 6760-1-W6
CAS: 156682-54-1
Molecule Weight: 228.05
Formula: C13H13BO3
![3-[(3-Methoxybenzyl)oxy]benzeneboronic acid](data:image/png;base64,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)
PN: 6760-1-07
CAS: 871125-75-6
Molecule Weight: 258.08
Formula: C14H15BO4
PN: 6660-3-99
CAS: 1072952-03-4
Molecule Weight: 246.04
Formula: C13H12BFO3
PN: 6660-5-40
CAS: 849062-26-6
Molecule Weight: 296.94
Formula: C13H11BCl2O3
PN: 6660-3-0B
CAS: 849062-13-1
Molecule Weight: 246.04
Formula: C13H12BFO3
PN: 6660-3-0A
CAS: 1072951-62-2
Molecule Weight: 246.04
Formula: C13H12BFO3
PN: 6660-7-0E
CAS: 957062-67-8
Molecule Weight: 280.49
Formula: C13H11BClFO3
TSCA: Not listed on TSCA inventory