| Product Number | 4H58-1-290 |
| Synonyms | 4-[(3-Carboxy)piperidin-1-yl]nitrobenzene |
| CAS | 926224-41-1 |
| MDL Number | MFCD08442677 |
| Molecular Formula | C12H14N2O4 |
| Molecular Weight | 250.254 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-290
CAS: 926224-41-1
Molecule Weight: 250.254
Formula: C12H14N2O4
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
PN: 4H54-1-X5
CAS: 926224-01-3
Molecule Weight: 250.254
Formula: C12H14N2O4
![1-[4-Nitro-3-(trifluoromethyl)phenyl]piperidine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H54-3-92
CAS: 942474-46-6
Molecule Weight: 318.252
Formula: C13H13F3N2O4
PN: 4H54-1-Z0
CAS: 79421-45-7
Molecule Weight: 222.244
Formula: C11H14N2O3
PN: 4H37-1-7Q
CAS: 321337-54-6
Molecule Weight: 230.267
Formula: C13H14N2O2
PN: 4H54-1-3W
CAS: 223786-53-6
Molecule Weight: 250.254
Formula: C12H14N2O4
Melting Point: 164-166 ℃
TSCA: Not listed on TSCA inventory