| Product Number | 4854-3-48 |
| Synonyms | 2-Fluoro-4-nitro-1-(trifluoromethyl)benzene |
| Purity | 95 % |
| CAS | 69411-67-2 |
| MDL Number | MFCD07782060 |
| Molecular Formula | C7H3F4NO2 |
| Molecular Weight | 209.1 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4854-3-48
CAS: 69411-67-2
Molecule Weight: 209.1
Formula: C7H3F4NO2
![[4-(Difluoromethyl)-3-fluorophenyl]azinate](data:image/png;base64,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)
PN: 4754-3-64
CAS: 89641-03-2
Molecule Weight: 191.109
Formula: C7H4F3NO2
PN: 4855-3-15
CAS: 179062-05-6
Molecule Weight: 224.115
Formula: C7H4F4N2O2
PN: 4854-3-98
CAS: 1214342-08-1
Molecule Weight: 209.1
Formula: C7H3F4NO2
PN: 4754-3-28
CAS: 170572-48-2
Molecule Weight: 173.119
Formula: C7H5F2NO2
PN: 4754-3-40
CAS: 29848-57-5
Molecule Weight: 173.119
Formula: C7H5F2NO2
TSCA: Not listed on TSCA inventory
