| Product Number | 4654-3-3J |
| Synonyms | 4-Fluoro-4'-formyl-2'-nitrodiphenyl ether |
| Purity | 97 % |
| CAS | 320416-60-2 |
| MDL Number | MFCD00138746 |
| Molecular Formula | C13H8FNO4 |
| Molecular Weight | 261.208 |
| Units | Price (USD) | Availability |
|---|
PN: 4654-3-3J
CAS: 320416-60-2
Molecule Weight: 261.208
Formula: C13H8FNO4
PN: 4654-3-78
CAS: 320417-11-6
Molecule Weight: 291.234
Formula: C14H10FNO5
![3-Nitro-4-[3-(trifluoromethyl)phenoxy]benzaldehyde](data:image/png;base64,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)
PN: 4854-3-65
CAS: 320416-66-8
Molecule Weight: 311.216
Formula: C14H8F3NO4
PN: 4654-1-W4
CAS: 31680-08-7
Molecule Weight: 181.147
Formula: C8H7NO4
PN: 4654-3-7G
CAS: 320-70-7
Molecule Weight: 199.137
Formula: C8H6FNO4
PN: 4654-3-0H
CAS: 586412-86-4
Molecule Weight: 199.137
Formula: C8H6FNO4
![4-[2,6-Dinitro-4-(trifluoromethyl)phenoxy]benzaldehyde](data:image/png;base64,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)
PN: 4854-3-56
CAS: 680579-64-0
Molecule Weight: 356.213
Formula: C14H7F3N2O6
PN: 4654-1-V0
CAS: 6277-38-9
Molecule Weight: 195.174
Formula: C9H9NO4
Melting Point: 89-91 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory