| Product Number | 3637-3-0P |
| Purity | 98 % |
| CAS | 893734-83-3 |
| MDL Number | MFCD05981494 |
| Molecular Formula | C13H8FN |
| Molecular Weight | 197.212 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3637-3-0P
CAS: 893734-83-3
Molecule Weight: 197.212
Formula: C13H8FN
PN: 3637-3-1A
CAS: 1214352-57-4
Molecule Weight: 197.212
Formula: C13H8FN
PN: 3637-3-0N
CAS: 10540-33-7
Molecule Weight: 197.212
Formula: C13H8FN
PN: 3H37-3-0Y
CAS: 893734-52-6
Molecule Weight: 197.212
Formula: C13H8FN
![3'-Fluoro-[1,1'-biphenyl]-3-carbaldehyde](data:image/png;base64,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)
PN: 2615-3-X2
CAS: 400750-09-6
Molecule Weight: 200.212
Formula: C13H9FO
![3-Fluoro-[1,1'-biphenyl]-4-carbonitrile](data:image/png;base64,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)
PN: 3637-3-09
CAS: 503177-15-9
Molecule Weight: 197.212
Formula: C13H8FN
TSCA: Not listed on TSCA inventory