| Product Number | 4854-3-37 |
| Synonyms | 1-Nitro-3-[3-nitro-5-(trifluoromethyl)phenoxy]-5-(trifluoromethyl)benzene; 1,1'-Oxybis[3-nitro-5(trifluoromethyl)benzene] |
| CAS | 133532-73-7 |
| MDL Number | MFCD00470254 |
| Molecular Formula | C14H6F6N2O5 |
| Molecular Weight | 396.201 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4854-3-37
CAS: 133532-73-7
Molecule Weight: 396.201
Formula: C14H6F6N2O5
PN: 4854-3-16
CAS: 328-79-0
Molecule Weight: 221.135
Formula: C8H6F3NO3
PN: 4854-3-X3
CAS: 349-57-5
Molecule Weight: 207.108
Formula: C7H4F3NO3
PN: 4856-3-06
CAS: 133532-74-8
Molecule Weight: 336.237
Formula: C14H10F6N2O
![2-[3-(Trifluoromethyl)phenoxy]-5-nitrobenzaldehyde](data:image/png;base64,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)
PN: 4854-3-11
CAS: 217186-14-6
Molecule Weight: 311.216
Formula: C14H8F3NO4
TSCA: Not listed on TSCA inventory