| Product Number | 4654-1-AH |
| Purity | 98 % |
| CAS | 2113-58-8 |
| MDL Number | MFCD00007245 |
| Molecular Formula | C12H9NO2 |
| Molecular Weight | 199.209 |
| Units | Price (USD) | Availability |
|---|
![3'-Nitro-[1,1'-biphenyl]-3-amine](data:image/png;base64,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)
PN: 4655-1-18
CAS: 31835-64-0
Molecule Weight: 214.224
Formula: C12H10N2O2
![3'-Nitro-[1,1'-biphenyl]-4-carboxaldehyde](data:image/png;base64,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)
PN: 4654-1-0D
CAS: 411206-92-3
Molecule Weight: 227.219
Formula: C13H9NO3
PN: 4654-3-97
CAS: 103977-87-3
Molecule Weight: 217.199
Formula: C12H8FNO2
![3'-Nitro-[1,1'-biphenyl]-2-carboxaldehyde](data:image/png;base64,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)
PN: 4654-1-0J
CAS: 209863-08-1
Molecule Weight: 227.219
Formula: C13H9NO3
TSCA: Not listed on TSCA inventory
