| Product Number | 4648-5-0B |
| Purity | 98.0 % |
| CAS | 888-79-9 |
| MDL Number | MFCD00628973 |
| Molecular Formula | C13H11ClN2O |
| Molecular Weight | 246.69 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4648-5-0B
CAS: 888-79-9
Molecule Weight: 246.69
Formula: C13H11ClN2O
PN: 4648-5-65
CAS: 10286-76-7
Molecule Weight: 266.12
Formula: C13H9Cl2NO
PN: 4648-5-88
CAS: 955-97-5
Molecule Weight: 246.69
Formula: C13H11ClN2O
PN: 4648-1-06
CAS: 785-30-8
Molecule Weight: 227.267
Formula: C13H13N3O
PN: 4648-5-29
CAS: 216985-60-3
Molecule Weight: 403.89
Formula: C13H5Cl6NO
![4-[(2-Chloro-4-methylphenyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-5-07
CAS: 913835-39-9
Molecule Weight: 289.52
Formula: C14H13BClNO3
PN: 4H55-5-53
CAS: 2585-30-0
Molecule Weight: 276.68
Formula: C13H9ClN2O3
TSCA: Not listed on TSCA inventory
