![4'-Nitro-[1,1'-biphenyl]-2-carboxaldehyde](data:image/png;base64,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)
| Product Number | 4H54-1-8K |
| Synonyms | 2-Formyl-4'-nitrobiphenyl; 2-(4-Nitrophenyl)benzaldehyde |
| CAS | 924868-84-8 |
| MDL Number | MFCD08443965 |
| Molecular Formula | C13H9NO3 |
| Molecular Weight | 227.219 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H54-1-8K
CAS: 924868-84-8
Molecule Weight: 227.219
Formula: C13H9NO3
![4'-Nitro-[1,1'-biphenyl]-2-carboxylic acid](data:image/png;base64,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)
PN: 4654-1-0C
CAS: 18211-41-1
Molecule Weight: 243.218
Formula: C13H9NO4
![4'-Nitro-[1,1'-biphenyl]-4-carboxaldehyde](data:image/png;base64,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)
PN: 4654-1-0H
CAS: 98648-23-8
Molecule Weight: 227.219
Formula: C13H9NO3
Melting Point: 134-136 ℃
TSCA: Not listed on TSCA inventory
