![1-[4-Nitro-3-(trifluoromethyl)phenyl]piperidine-3-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H54-3-92 |
| CAS | 942474-46-6 |
| MDL Number | MFCD08704869 |
| Molecular Formula | C13H13F3N2O4 |
| Molecular Weight | 318.252 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H54-3-92
CAS: 942474-46-6
Molecule Weight: 318.252
Formula: C13H13F3N2O4
PN: 4H54-1-3B
CAS: 942474-63-7
Molecule Weight: 264.281
Formula: C13H16N2O4
PN: 4H54-1-HR
CAS: 927695-14-5
Molecule Weight: 292.335
Formula: C15H20N2O4
![N-[4-Nitro-3-(trifluoromethyl)phenyl]piperidine](data:image/png;base64,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)
PN: 4H55-3-08
CAS: 927695-28-1
Molecule Weight: 274.243
Formula: C12H13F3N2O2
PN: 4H58-1-290
CAS: 926224-41-1
Molecule Weight: 250.254
Formula: C12H14N2O4
![1-[2-Nitro-4-(trifluoromethyl)phenyl]piperidine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H54-3-89
CAS: 325702-09-8
Molecule Weight: 318.252
Formula: C13H13F3N2O4
TSCA: Not listed on TSCA inventory