| Product Number | 4H54-1-3V |
| Synonyms | 2-(4-Carboxypiperidin-1-yl)nitrobenzene |
| CAS | 438192-02-0 |
| MDL Number | MFCD06362460 |
| Molecular Formula | C12H14N2O4 |
| Molecular Weight | 250.254 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H54-1-3V
CAS: 438192-02-0
Molecule Weight: 250.254
Formula: C12H14N2O4
PN: 4H54-5-38
CAS: 874800-64-3
Molecule Weight: 284.7
Formula: C12H13ClN2O4
PN: 4H54-3-87
CAS: 648917-79-7
Molecule Weight: 268.244
Formula: C12H13FN2O4
![1-[2-Nitro-4-(trifluoromethyl)phenyl]piperidine-4-carboxylic acid](data:image/png;base64,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)
PN: 4H54-3-Z5
CAS: 325702-10-1
Molecule Weight: 318.252
Formula: C13H13F3N2O4
PN: 4H54-1-P7
CAS: 15822-77-2
Molecule Weight: 206.245
Formula: C11H14N2O2
PN: 4H55-1-19
CAS: 942474-90-0
Molecule Weight: 264.285
Formula: C12H16N4O3
![4-[4-(Ethoxycarbonyl)piperidin-1-yl]-3-nitrobenzaldehyde](data:image/png;base64,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)
PN: 4H54-1-7A
CAS: 885949-64-4
Molecule Weight: 306.318
Formula: C15H18N2O5
PN: 4H55-1-21
CAS: 84979-31-7
Molecule Weight: 235.287
Formula: C12H17N3O2
TSCA: Not listed on TSCA inventory