| Product Number | 4H48-3-0U |
| Synonyms | 3-Carbamoyl-4-(trifluoromethyl)pyridine; 4-(Trifluoromethyl)pyridine-3-carboxamide |
| CAS | 158062-71-6 |
| MDL Number | MFCD00126658 |
| Molecular Formula | C7H5F3N2O |
| Molecular Weight | 190.125 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-3-0U
CAS: 158062-71-6
Molecule Weight: 190.125
Formula: C7H5F3N2O
PN: 4H56-3-Y3
CAS: 175204-84-9
Molecule Weight: 205.14
Formula: C7H6F3N3O
PN: 4H48-7-Y2
CAS: 886762-28-3
Molecule Weight: 224.57
Formula: C7H4ClF3N2O
PN: 4H15-3-Z0
CAS: 1083197-78-7
Molecule Weight: 175.11
Formula: C7H4F3NO
![[4-(Trifluoromethyl)pyridin-3-yl]methanamine](data:image/png;base64,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)
PN: 3H30-3-89
CAS: 771580-70-2
Molecule Weight: 176.142
Formula: C7H7F3N2
![[4-(Trifluoromethyl)pyridin-3-yl]methanamine hydrochloride](data:image/png;base64,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)
PN: 3H30-7-39
CAS: 1185138-23-1
Molecule Weight: 212.6
Formula: C7H8ClF3N2
PN: 4H48-7-X3
CAS: 158063-67-3
Molecule Weight: 259.01
Formula: C7H3Cl2F3N2O
Melting Point: 164-167 ℃
TSCA: Not listed on TSCA inventory
