| Product Number | 4855-3-11 |
| Synonyms | 3,5-Dinitro-4-hydrazinobenzotrifluoride; 1,3-Dinitro-2-hydrazino-5-(trifluoromethyl)benzene |
| CAS | 2002-68-8 |
| MDL Number | MFCD00047814 |
| Molecular Formula | C7H5F3N4O4 |
| Molecular Weight | 266.136 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4855-3-11
CAS: 2002-68-8
Molecule Weight: 266.136
Formula: C7H5F3N4O4
PN: 4855-7-24
CAS: 1049748-69-7
Molecule Weight: 257.6
Formula: C7H7ClF3N3O2
PN: 4855-3-24
CAS: 1513-50-4
Molecule Weight: 221.139
Formula: C7H6F3N3O2
![1-[2,6-Dinitro-4-(trifluoromethyl)phenyl]-1-methylhydrazine](data:image/png;base64,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)
PN: 4855-3-18
CAS: 52728-78-6
Molecule Weight: 280.163
Formula: C8H7F3N4O4
PN: 4855-3-43
CAS: 445-66-9
Molecule Weight: 251.121
Formula: C7H4F3N3O4
PN: 4855-3-0E
CAS: 2078-01-5
Molecule Weight: 221.139
Formula: C7H6F3N3O2
PN: 4854-3-53
CAS: 401-99-0
Molecule Weight: 236.106
Formula: C7H3F3N2O4
![N-Methyl-N-[2-nitro-4-(trifluoromethyl)phenyl]hydrazine](data:image/png;base64,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)
PN: 4855-3-X1
CAS: 120940-43-4
Molecule Weight: 235.166
Formula: C8H8F3N3O2
Melting Point: 128-132 ℃
TSCA: Not listed on TSCA inventory