| Product Number | 4658-9-06 |
| CAS | 38985-79-4 |
| MDL Number | MFCD00040904 |
| Molecular Formula | C9H8BrNO3 |
| Molecular Weight | 258.071 |
| Units | Price (USD) | Availability |
|---|
PN: 4658-9-06
CAS: 38985-79-4
Molecule Weight: 258.071
Formula: C9H8BrNO3
![5-Bromo-2-[(cyclopropylcarbonyl)amino]benzoic acid](data:image/png;base64,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)
PN: 4658-9-24
CAS: 401462-74-6
Molecule Weight: 284.109
Formula: C11H10BrNO3
PN: 4658-9-20
CAS: 77265-72-6
Molecule Weight: 244.088
Formula: C9H10BrNO2
PN: 4658-9-07
CAS: 306937-20-2
Molecule Weight: 316.151
Formula: C12H14BrNO4
TSCA: Not listed on TSCA inventory