| Product Number | 4H47-7-X4 |
| Synonyms | 3-Chloro-2-(hydroxycarbamoyl)-5-(trifluoromethyl)pyridine |
| CAS | 882293-62-1 |
| MDL Number | MFCD00205877 |
| Molecular Formula | C7H4ClF3N2O2 |
| Molecular Weight | 240.57 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H47-7-X4
CAS: 882293-62-1
Molecule Weight: 240.57
Formula: C7H4ClF3N2O2
PN: 4H48-7-1T
CAS: 338758-69-3
Molecule Weight: 224.57
Formula: C7H4ClF3N2O
PN: 4848-7-0A
CAS: 1033463-30-7
Molecule Weight: 239.58
Formula: C7H5ClF3N3O
![3-Chloro-N-[(1E)-(dimethylamino)methylidene]-5-(trifluoromethyl)pyridine-2-carboxamide](data:image/png;base64,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)
PN: 4H48-7-E0
CAS: 338759-19-6
Molecule Weight: 279.65
Formula: C10H9ClF3N3O
PN: 3H30-7-X2
CAS: 326476-49-7
Molecule Weight: 247.04
Formula: C7H7Cl2F3N2
PN: 4H15-7-35
CAS: 175277-50-6
Molecule Weight: 209.55
Formula: C7H3ClF3NO
PN: 4H48-3-8J
CAS: 22245-86-9
Molecule Weight: 190.125
Formula: C7H5F3N2O
PN: 4H39-7-04
CAS: 246862-66-8
Molecule Weight: 316.06
Formula: C9H6Cl2F3N3O2
Melting Point: 161-162 ℃
TSCA: Not listed on TSCA inventory