| Product Number | 6960-1-03 |
| Synonyms | 4-Boronocinnamic acid |
| Purity | 96 % |
| CAS | 159896-15-8 |
| MDL Number | MFCD01075704 |
| Molecular Formula | C9H9BO4 |
| Molecular Weight | 191.98 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6960-1-03
CAS: 159896-15-8
Molecule Weight: 191.98
Formula: C9H9BO4
![[4-(E-3-Methoxy-3-oxo-1-propen-1-yl)phenyl]boronic acid](data:image/png;base64,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)
PN: 6960-1-09
CAS: 380430-58-0
Molecule Weight: 206
Formula: C10H11BO4
PN: 6960-1-01
CAS: 850568-49-9
Molecule Weight: 220.03
Formula: C11H13BO4
![3-[-(E)-2-Carboxyvinyl]benzeneboronic acid](data:image/png;base64,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)
PN: 6960-1-X4
CAS: 216144-91-1
Molecule Weight: 191.98
Formula: C9H9BO4
TSCA: Not listed on TSCA inventory
