| Product Number | 4648-1-4X |
| Purity | 98 % |
| CAS | 5234-26-4 |
| MDL Number | MFCD00032277 |
| Molecular Formula | C10H11NO2 |
| Molecular Weight | 177.203 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4648-1-4X
CAS: 5234-26-4
Molecule Weight: 177.203
Formula: C10H11NO2
![2-[(Bromoacetyl)amino]benzophenone](data:image/png;base64,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)
PN: 4648-9-38
CAS: 14439-71-5
Molecule Weight: 318.17
Formula: C15H12BrNO2
PN: 4648-5-60
CAS: 23207-75-2
Molecule Weight: 273.72
Formula: C15H12ClNO2
PN: 4656-1-4U
CAS: 69258-86-2
Molecule Weight: 179.219
Formula: C10H13NO2
TSCA: Not listed on TSCA inventory
