| Product Number | 3630-1-15 |
| Purity | 97 % |
| CAS | 294647-97-5 |
| MDL Number | MFCD11932623 |
| Molecular Formula | C12H12N2 |
| Molecular Weight | 184.242 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3630-1-15
CAS: 294647-97-5
Molecule Weight: 184.242
Formula: C12H12N2
PN: 3H31-1-0B
CAS: 869901-08-6
Molecule Weight: 198.269
Formula: C13H14N2
![[4-(Pyridin-2-yl)phenyl]methanol](data:image/png;base64,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)
PN: 4H01-1-Z5
CAS: 98061-39-3
Molecule Weight: 185.226
Formula: C12H11NO
PN: 4H15-1-M2
CAS: 127406-56-8
Molecule Weight: 183.21
Formula: C12H9NO
PN: 3H30-1-QJ
CAS: 170850-45-0
Molecule Weight: 184.242
Formula: C12H12N2
TSCA: Not listed on TSCA inventory
