| Product Number | 2601-3-0H |
| Purity | 97 % |
| CAS | 64465-61-8 |
| MDL Number | MFCD06802291 |
| Molecular Formula | C12H9FO |
| Molecular Weight | 188.201 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![3-Fluoro-4'-methoxy-[1,1'-biphenyl]-4-carbonitrile](data:image/png;base64,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)
PN: 4637-3-T1
CAS: 123864-93-7
Molecule Weight: 227.238
Formula: C14H10FNO
TSCA: Not listed on TSCA inventory
