![3-[2-(Ethoxycarbonyl)ethyl]benzeneboronic acid](data:image/png;base64,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)
| Product Number | 6760-1-22 |
| Synonyms | Ethyl 3-(3-boronophenyl)propionate; 3-(3-Ethoxy-3-oxopropyl)phenylboronic acid |
| Purity | 97 % |
| CAS | 913835-82-2 |
| MDL Number | MFCD08689511 |
| Molecular Formula | C11H15BO4 |
| Molecular Weight | 222.05 |
| Units | Price (USD) | Availability |
|---|
PN: 6760-1-22
CAS: 913835-82-2
Molecule Weight: 222.05
Formula: C11H15BO4
PN: 6760-1-36
CAS: 833472-82-5
Molecule Weight: 208.02
Formula: C10H13BO4
PN: 6760-1-37
CAS: 693803-17-7
Molecule Weight: 193.99
Formula: C9H11BO4
PN: 6760-1-W7
CAS: 736989-98-3
Molecule Weight: 180.01
Formula: C9H13BO3
PN: 6760-1-38
CAS: 660440-57-3
Molecule Weight: 222.05
Formula: C11H15BO4
PN: 8660-1-0U
CAS: 157968-90-6
Molecule Weight: 209.01
Formula: C9H12BNO4
PN: 6760-1-35
CAS: 850568-44-4
Molecule Weight: 208.02
Formula: C10H13BO4
Melting Point: 94-96 ℃
TSCA: Not listed on TSCA inventory