| Product Number | 8H62-5-X2 |
| Synonyms | 3-(Chlorosulfonyl)-6-phenoxypyridine; 5-(Chlorosulfonyl)-2-phenoxypyridine |
| Purity | 95 % |
| CAS | 368869-91-4 |
| MDL Number | MFCD02681949 |
| Molecular Formula | C11H8ClNO3S |
| Molecular Weight | 269.7 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H62-5-X2
CAS: 368869-91-4
Molecule Weight: 269.7
Formula: C11H8ClNO3S
PN: 8H62-5-Z0
CAS: 312300-42-8
Molecule Weight: 207.63
Formula: C6H6ClNO3S
![4-[(Pyridin-2-yl)oxy]benzenesulfonyl chloride hydrochloride](data:image/png;base64,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)
PN: 4H62-5-X0
CAS: 1170110-04-9
Molecule Weight: 306.16
Formula: C11H9Cl2NO3S
PN: 8H62-5-37
CAS: 1208081-26-8
Molecule Weight: 242.07
Formula: C6H5Cl2NO3S
Melting Point: 110-112 ℃
DOT/IATA/IMDG: UN 1759 - HC 8 - PG III
TSCA: Not listed on TSCA inventory