| Product Number | 8660-3-11 |
| CAS | 1072945-96-0 |
| MDL Number | MFCD09878354 |
| Molecular Formula | C12H9BFNO5 |
| Molecular Weight | 277.01 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8660-3-11
CAS: 1072945-96-0
Molecule Weight: 277.01
Formula: C12H9BFNO5
PN: 8660-3-12
CAS: 957062-59-8
Molecule Weight: 277.01
Formula: C12H9BFNO5
PN: 8660-3-0S
CAS: 2096340-28-0
Molecule Weight: 214.94
Formula: C7H7BFNO5
PN: 8660-1-69
CAS: 957062-62-3
Molecule Weight: 259.02
Formula: C12H10BNO5
![3-[2-Nitro-4-(trifluoromethyl)phenoxy]benzeneboronic acid](data:image/png;base64,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)
PN: 8860-3-02
CAS: 1072945-94-8
Molecule Weight: 327.02
Formula: C13H9BF3NO5
TSCA: Not listed on TSCA inventory