| Product Number | 4654-H-19 |
| CAS | 29170-08-9 |
| MDL Number | MFCD00024698 |
| Molecular Formula | C12H8INO2 |
| Molecular Weight | 325.105 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![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
TSCA: Not listed on TSCA inventory
