| Product Number | 6660-1-09 |
| Synonyms | Propyl 4-boronobenzoate |
| Purity | 97 % |
| CAS | 91062-38-3 |
| MDL Number | MFCD06659852 |
| Molecular Formula | C10H13BO4 |
| Molecular Weight | 208.02 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6660-1-09
CAS: 91062-38-3
Molecule Weight: 208.02
Formula: C10H13BO4
PN: 6660-1-W9
CAS: 4334-88-7
Molecule Weight: 193.99
Formula: C9H11BO4
PN: 6660-1-Z2
CAS: 850568-54-6
Molecule Weight: 222.05
Formula: C11H15BO4
![4-[(Benzyloxy)carbonyl]benzeneboronic acid](data:image/png;base64,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)
PN: 6760-1-32
CAS: 184000-11-1
Molecule Weight: 256.06
Formula: C14H13BO4
PN: 6660-1-41
CAS: 342002-82-8
Molecule Weight: 208.02
Formula: C10H13BO4
PN: 6660-1-V6
CAS: 99768-12-4
Molecule Weight: 179.97
Formula: C8H9BO4
PN: 6660-1-1C
CAS: 160061-48-3
Molecule Weight: 194.04
Formula: C10H15BO3
PN: 6760-1-1K
CAS: 2096339-62-5
Molecule Weight: 208.02
Formula: C10H13BO4
Melting Point: 108-112 ℃
TSCA: Not listed on TSCA inventory