| Product Number | 4H15-3-73 |
| Synonyms | 2-Formyl-4-(trifluoromethyl)pyridine; 4-(Trifluoromethyl)picolinaldehyde |
| CAS | 132470-83-8 |
| MDL Number | MFCD11848102 |
| Molecular Formula | C7H4F3NO |
| Molecular Weight | 175.11 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H15-3-73
CAS: 132470-83-8
Molecule Weight: 175.11
Formula: C7H4F3NO
PN: 4H15-3-0V
CAS: 451459-25-9
Molecule Weight: 189.137
Formula: C8H6F3NO
PN: 4H21-3-01
CAS: 588702-62-9
Molecule Weight: 191.109
Formula: C7H4F3NO2
PN: 4H21-3-0K
CAS: 1256804-49-5
Molecule Weight: 173.119
Formula: C7H5F2NO2
PN: 4H15-1-Q1
CAS: 53547-60-7
Molecule Weight: 121.139
Formula: C7H7NO
PN: 4H01-3-Z7
CAS: 131747-46-1
Molecule Weight: 177.126
Formula: C7H6F3NO
![[4-(Trifluoromethyl)pyridin-2-yl]methanamine](data:image/png;base64,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)
PN: 3H30-3-93
CAS: 872577-05-4
Molecule Weight: 176.142
Formula: C7H7F3N2
TSCA: Not listed on TSCA inventory
