| Product Number | 4854-3-43T |
| Synonyms | 1-Fluoro-2-nitro-4-(trifluoromethyl)benzene |
| Purity | 95 % |
| CAS | 367-86-2 |
| MDL Number | MFCD00007059 |
| Molecular Formula | C7H3F4NO2 |
| Molecular Weight | 209.1 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 250 g | 50 | In Stock | |
| 1 kg | 150 | In Stock | |
| Bulk | Contact for Price | In Stock |
PN: 4854-3-43
CAS: 367-86-2
Molecule Weight: 209.1
Formula: C7H3F4NO2
PN: 4854-3-43T
CAS: 367-86-2
Molecule Weight: 209.1
Formula: C7H3F4NO2
PN: 4754-3-1V
CAS: 61324-89-8
Molecule Weight: 191.109
Formula: C7H4F3NO2
PN: 4855-3-0F
CAS:
Molecule Weight: 224.115
Formula: C7H4F4N2O2
PN: 4854-3-14
CAS: 61324-97-8
Molecule Weight: 209.1
Formula: C7H3F4NO2
![[3-(Difluoromethyl)-2-fluorophenyl]azinate](data:image/png;base64,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)
PN: 4754-3-65
CAS: 1214383-50-2
Molecule Weight: 191.109
Formula: C7H4F3NO2
PN: 4854-3-46
CAS: 393-76-0
Molecule Weight: 254.097
Formula: C7H2F4N2O4
PN: 4854-3-45
CAS: 101646-01-9
Molecule Weight: 227.09
Formula: C7H2F5NO2
Boiling Point: 65-66 ℃
Refractive Index: 1.4604
Density: 1.494
DOT/IATA/IMDG: UN NA199 - HC 3 - PG III
Hazard Statement: H227-H302-H315-H319-H335
TSCA: Not listed on TSCA inventory
EINECS: 206-702-5