| Product Number | 4648-3-1T |
| Purity | 95.0 % |
| CAS | 866034-84-6 |
| MDL Number | MFCD10048716 |
| Molecular Formula | C13H10FNO2 |
| Molecular Weight | 231.226 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4648-3-1T
CAS: 866034-84-6
Molecule Weight: 231.226
Formula: C13H10FNO2
PN: 4648-3-1R
CAS: 316124-58-0
Molecule Weight: 249.217
Formula: C13H9F2NO2
PN: 4648-3-1S
CAS: 7120-46-9
Molecule Weight: 231.226
Formula: C13H10FNO2
PN: 4648-1-61
CAS: 3679-65-0
Molecule Weight: 228.251
Formula: C13H12N2O2
PN: 4748-1-0N
CAS: 7164-80-9
Molecule Weight: 227.263
Formula: C14H13NO2
PN: 4748-1-0M
CAS: 16670-64-7
Molecule Weight: 227.263
Formula: C14H13NO2
PN: 4648-3-75
CAS: 459419-73-9
Molecule Weight: 231.226
Formula: C13H10FNO2
![4-[(2-Fluorophenyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-3-P0
CAS: 874288-06-9
Molecule Weight: 259.04
Formula: C13H11BFNO3
TSCA: Not listed on TSCA inventory