| Product Number | 3637-1-07 |
| CAS | 24973-50-0 |
| MDL Number | MFCD00236364 |
| Molecular Formula | C13H9N |
| Molecular Weight | 179.222 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3737-1-36
CAS: 133909-96-3
Molecule Weight: 193.249
Formula: C14H11N
![4'-(Aminomethyl)[1,1'-biphenyl]-3-carbonitrile](data:image/png;base64,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)
PN: 3637-1-15
CAS: 518307-25-0
Molecule Weight: 208.264
Formula: C14H12N2
PN: 4637-1-62
CAS: 230647-84-4
Molecule Weight: 207.232
Formula: C14H9NO
PN: 3637-3-0N
CAS: 10540-33-7
Molecule Weight: 197.212
Formula: C13H8FN
Melting Point: 44-46 ℃
TSCA: Not listed on TSCA inventory
