![4-[(Pyridin-2-yl)oxy]benzaldehyde](data:image/png;base64,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)
| Product Number | 4H56-1-1M |
| Synonyms | 2-(4-Formylphenoxy)pyridine |
| Purity | 97.0 % |
| CAS | 194017-69-1 |
| MDL Number | MFCD08435899 |
| Molecular Formula | C12H9NO2 |
| Molecular Weight | 199.209 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-1M
CAS: 194017-69-1
Molecule Weight: 199.209
Formula: C12H9NO2
PN: 4H15-5-29
CAS: 1172759-99-7
Molecule Weight: 235.67
Formula: C12H10ClNO2
PN: 4H16-5-10
CAS: 51363-01-0
Molecule Weight: 233.65
Formula: C12H8ClNO2
PN: 4H23-1-91
CAS: 153653-00-0
Molecule Weight: 229.235
Formula: C13H11NO3
PN: 4H37-1-6T
CAS: 270260-33-8
Molecule Weight: 196.209
Formula: C12H8N2O
![{4-[(Pyridin-2-yl)oxy]phenyl}methylamine hydrochloride](data:image/png;base64,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)
PN: 4H30-1-X7
CAS: 1171884-78-8
Molecule Weight: 236.7
Formula: C12H13ClN2O
PN: 4H15-1-5Z
CAS: 141580-71-4
Molecule Weight: 199.209
Formula: C12H9NO2
PN: 4H15-1-K3
CAS: 137386-78-8
Molecule Weight: 199.209
Formula: C12H9NO2
Melting Point: 45-46 ℃
TSCA: Not listed on TSCA inventory