![3-[(Benzyloxy)carbonyl]benzeneboronic acid](data:image/png;base64,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)
| Product Number | 6760-1-10 |
| Synonyms | Benzyl 3-boronobenzoate |
| Purity | 98 % |
| CAS | 380430-52-4 |
| MDL Number | MFCD02179445 |
| Molecular Formula | C14H13BO4 |
| Molecular Weight | 256.06 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6760-1-10
CAS: 380430-52-4
Molecule Weight: 256.06
Formula: C14H13BO4
PN: 6660-1-V0
CAS: 4334-87-6
Molecule Weight: 193.99
Formula: C9H11BO4
PN: 6660-1-Z4
CAS: 220210-56-0
Molecule Weight: 222.05
Formula: C11H15BO4
PN: 6660-1-11
CAS: 850568-78-4
Molecule Weight: 208.02
Formula: C10H13BO4
PN: 6660-1-Z6
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Molecule Weight: 208.02
Formula: C10H13BO4
PN: 6660-1-V7
CAS: 99769-19-4
Molecule Weight: 179.97
Formula: C8H9BO4
PN: 6660-3-Q4
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Molecule Weight: 211.98
Formula: C9H10BFO4
PN: 6760-1-85
CAS: 876189-18-3
Molecule Weight: 193.99
Formula: C9H11BO4
Melting Point: 138-146 ℃
TSCA: Not listed on TSCA inventory