![4'-Chloro-3'-fluoro-[1,1'-biphenyl]-2-carboxaldehyde](data:image/png;base64,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)
| Product Number | 2615-7-X7 |
| Synonyms | 4'-Chloro-3'-fluoro-2-formylbiphenyl; 2-(4-Chloro-3-fluorophenyl)benzaldehyde |
| CAS | 223575-82-4 |
| MDL Number | MFCD08443962 |
| Molecular Formula | C13H8ClFO |
| Molecular Weight | 234.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2615-7-X7
CAS: 223575-82-4
Molecule Weight: 234.65
Formula: C13H8ClFO
![3'-Fluoro-[1,1'-biphenyl]-2-carboxaldehyde](data:image/png;base64,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)
PN: 2615-3-84
CAS: 676348-32-6
Molecule Weight: 200.212
Formula: C13H9FO
![4'-Chloro-3'-fluoro-[1,1'-biphenyl]-4-carboxaldehyde](data:image/png;base64,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)
PN: 2615-7-27
CAS: 842140-45-8
Molecule Weight: 234.65
Formula: C13H8ClFO
![4'-Chloro-[1,1'-biphenyl]-2-carboxaldehyde](data:image/png;base64,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)
PN: 2615-5-13
CAS: 153850-83-0
Molecule Weight: 216.66
Formula: C13H9ClO
Melting Point: 60-62 ℃
TSCA: Not listed on TSCA inventory
HTN: 2913.00.4000