| Product Number | 4H21-5-73 |
| Synonyms | 2-Chloro-6-(2,4-dichlorophenyl)pyridine-3-carboxylic acid; 3-Carboxy-2-chloro-6-(2,4-dichlorophenyl)pyridine |
| CAS | 946385-00-8 |
| MDL Number | MFCD09027896 |
| Molecular Formula | C12H6Cl3NO2 |
| Molecular Weight | 302.54 |
| Units | Price (USD) | Availability |
|---|
PN: 4H21-5-73
CAS: 946385-00-8
Molecule Weight: 302.54
Formula: C12H6Cl3NO2
PN: 4H21-5-U5
CAS: 69750-01-2
Molecule Weight: 233.65
Formula: C12H8ClNO2
PN: 3H37-5-T1
CAS: 946384-97-0
Molecule Weight: 283.54
Formula: C12H5Cl3N2
PN: 4H21-D-03
CAS: 946384-94-7
Molecule Weight: 312.55
Formula: C12H7BrClNO2
PN: 4H58-5-9U
CAS: 887976-19-4
Molecule Weight: 233.65
Formula: C12H8ClNO2
![[6-(2-Chlorophenyl)-3-pyridyl]methanol](data:image/png;base64,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)
PN: 4H56-5-JT
CAS: 887974-37-0
Molecule Weight: 219.67
Formula: C12H10ClNO
TSCA: Not listed on TSCA inventory
