| Product Number | 4H15-1-89 |
| Synonyms | 4-(Pyrazin-2-yl)benzenecarboxaldehyde |
| CAS | 127406-08-0 |
| MDL Number | MFCD02684109 |
| Molecular Formula | C11H8N2O |
| Molecular Weight | 184.198 |
| Units | Price (USD) | Availability |
|---|
PN: 4H15-1-89
CAS: 127406-08-0
Molecule Weight: 184.198
Formula: C11H8N2O
PN: 4H21-1-4C
CAS: 216060-23-0
Molecule Weight: 200.197
Formula: C11H8N2O2
![[4-(Pyrazin-2-yl)phenyl]methanol](data:image/png;base64,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)
PN: 4H01-1-X5
CAS: 545421-49-6
Molecule Weight: 186.214
Formula: C11H10N2O
PN: 4H15-1-92
CAS: 887344-35-6
Molecule Weight: 184.198
Formula: C11H8N2O
PN: 4H15-1-68
CAS: 149169-88-0
Molecule Weight: 172.187
Formula: C10H8N2O
TSCA: Not listed on TSCA inventory
