| Product Number | 4854-3-35 |
| Synonyms | 3-Carboxy-5-nitrobenzotrifluoride; 3-Carboxy-5-(trifluoromethyl)nitrobenzene |
| Purity | 97 % |
| CAS | 328-80-3 |
| MDL Number | MFCD00024509 |
| Molecular Formula | C8H4F3NO4 |
| Molecular Weight | 235.118 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4854-3-35
CAS: 328-80-3
Molecule Weight: 235.118
Formula: C8H4F3NO4
PN: 4H57-3-0A
CAS: 22227-60-7
Molecule Weight: 250.133
Formula: C8H5F3N2O4
PN: 4854-3-0F
CAS: 22227-63-0
Molecule Weight: 249.145
Formula: C9H6F3NO4
PN: 4854-3-83
CAS: 203513-22-8
Molecule Weight: 263.172
Formula: C10H8F3NO4
PN: 4854-3-0M
CAS: 1389313-52-3
Molecule Weight: 253.109
Formula: C8H3F4NO4
![[3-Nitro-5-(trifluoromethyl)phenyl]methanol](data:image/png;base64,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)
PN: 4854-3-0E
CAS: 180146-66-1
Molecule Weight: 221.135
Formula: C8H6F3NO3
PN: 4854-3-47
CAS: 878572-17-9
Molecule Weight: 253.109
Formula: C8H3F4NO4
PN: 4854-7-38
CAS: 22227-59-4
Molecule Weight: 269.56
Formula: C8H3ClF3NO4
Melting Point: 128-129 ℃
TSCA: Not listed on TSCA inventory