| Product Number | 4854-3-87 |
| CAS | 1214331-77-7 |
| MDL Number | MFCD13194459 |
| Molecular Formula | C9H6F3NO4 |
| Molecular Weight | 249.145 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4854-3-87
CAS: 1214331-77-7
Molecule Weight: 249.145
Formula: C9H6F3NO4
PN: 4821-3-X0
CAS: 1735-91-7
Molecule Weight: 249.145
Formula: C9H6F3NO4
PN: 4854-3-Z0
CAS: 13544-07-5
Molecule Weight: 263.172
Formula: C10H8F3NO4
PN: 4855-3-0G
CAS: 199469-91-5
Molecule Weight: 249.145
Formula: C9H6F3NO4
![Dimethyl [2-nitro-4-(trifluoromethyl)phenyl]malonate](data:image/png;base64,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)
PN: 4854-3-X9
CAS: 290825-52-4
Molecule Weight: 321.208
Formula: C12H10F3NO6
PN: 4854-1-02
CAS: 927801-01-2
Molecule Weight: 249.145
Formula: C9H6F3NO4
![Methyl 2-cyano-2-[2-nitro-4-(trifluoromethyl)phenyl]acetate](data:image/png;base64,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)
PN: 4855-3-X3
CAS: 13544-05-3
Molecule Weight: 288.182
Formula: C11H7F3N2O4
PN: 4854-3-78
CAS: 199469-89-1
Molecule Weight: 249.145
Formula: C9H6F3NO4
TSCA: Not listed on TSCA inventory