| Product Number | 4H56-5-U9 |
| Synonyms | 6-Phenoxypyridine-3-carbonyl chloride; 5-(Chlorocarbonyl)-2-phenoxypyridine |
| CAS | 51362-51-7 |
| MDL Number | MFCD02681948 |
| Molecular Formula | C12H8ClNO2 |
| Molecular Weight | 233.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-5-U9
CAS: 51362-51-7
Molecule Weight: 233.65
Formula: C12H8ClNO2
PN: 4H16-5-Y8
CAS: 175135-79-2
Molecule Weight: 247.68
Formula: C13H10ClNO2
PN: 4H16-5-36
CAS: 51362-49-3
Molecule Weight: 233.65
Formula: C12H8ClNO2
PN: 4H16-5-38
CAS: 51362-50-6
Molecule Weight: 268.09
Formula: C12H7Cl2NO2
PN: 4H16-5-10
CAS: 51363-01-0
Molecule Weight: 233.65
Formula: C12H8ClNO2
![6-[3-(Trifluoromethyl)phenoxy]nicotinaldehyde](data:image/png;base64,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)
PN: 4H15-3-02
CAS: 338967-16-1
Molecule Weight: 267.207
Formula: C13H8F3NO2
Melting Point: 81-84 ℃
DOT/IATA/IMDG: UN 3261 - HC 8 - PG III
TSCA: Not listed on TSCA inventory
