| Product Number | 4H17-1-X2 |
| Synonyms | Phenyl pyridin-2-yl ketone; 2-Benzoylpyridine |
| CAS | 91-02-1 |
| MDL Number | MFCD00006300 |
| Molecular Formula | C12H9NO |
| Molecular Weight | 183.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H17-1-0E
CAS: 78539-88-5
Molecule Weight: 197.237
Formula: C13H11NO
PN: 3H30-1-FN
CAS: 39930-11-5
Molecule Weight: 184.242
Formula: C12H12N2
![2-[Amino(phenyl)methyl]pyridine hydrochloride](data:image/png;base64,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)
PN: 3H30-5-99
CAS: 59575-91-6
Molecule Weight: 220.7
Formula: C12H13ClN2
PN: 3H37-1-87
CAS: 5005-36-7
Molecule Weight: 194.237
Formula: C13H10N2
Melting Point: 41-45 ℃
Boiling Point: 313-317 ℃
Density: 1.156
Flash Point: 150 ℃
TSCA: Listed on TSCA inventory
EINECS: 202-034-3
