![N-[(4-Bromophenyl)methyl]acetamide](data:image/png;base64,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)
| Product Number | 4648-9-0A |
| Purity | 97 % |
| CAS | 90561-76-5 |
| MDL Number | MFCD14659390 |
| Molecular Formula | C9H10BrNO |
| Molecular Weight | 228.089 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4648-9-0A
CAS: 90561-76-5
Molecule Weight: 228.089
Formula: C9H10BrNO
PN: 4648-9-X7
CAS: 5892-99-9
Molecule Weight: 256.143
Formula: C11H14BrNO
PN: 4648-9-20
CAS: 223557-19-5
Molecule Weight: 242.116
Formula: C10H12BrNO
PN: 4648-9-23
CAS: 336182-29-7
Molecule Weight: 242.116
Formula: C10H12BrNO
TSCA: Not listed on TSCA inventory
