| Product Number | 4H48-7-07 |
| Synonyms | 2-Chloro-6-(trifluoromethyl)pyridine-3-carboxamide; 3-Carbamoyl-2-chloro-6-(trifluoromethyl)pyridine |
| Purity | 98 % |
| CAS | 386704-05-8 |
| MDL Number | MFCD01862659 |
| Molecular Formula | C7H4ClF3N2O |
| Molecular Weight | 224.57 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-7-07
CAS: 386704-05-8
Molecule Weight: 224.57
Formula: C7H4ClF3N2O
PN: 4H15-7-0S
CAS: 944900-06-5
Molecule Weight: 209.55
Formula: C7H3ClF3NO
PN: 4H48-F-00
CAS:
Molecule Weight: 285.47
Formula: C7H4BrClF2N2O
PN: 4H48-3-06
CAS: 386715-35-1
Molecule Weight: 190.125
Formula: C7H5F3N2O
![1-[2-Chloro-6-(trifluoromethyl)pyridin-3-yl]ethan-1-one](data:image/png;base64,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)
PN: 4H17-7-0N
CAS: 944900-15-6
Molecule Weight: 223.58
Formula: C8H5ClF3NO
PN: 4H48-5-7Y
CAS: 54957-84-5
Molecule Weight: 170.6
Formula: C7H7ClN2O
PN: 4H48-3-09
CAS: 874767-59-6
Molecule Weight: 204.152
Formula: C8H7F3N2O
PN: 4H48-3-5N
CAS: 1092346-22-9
Molecule Weight: 204.152
Formula: C8H7F3N2O
Melting Point: 198-200 ℃
TSCA: Not listed on TSCA inventory