| Product Number | 4H54-1-3W |
| Synonyms | 4-Carboxy-1-(4-nitrophenyl)piperidine |
| CAS | 223786-53-6 |
| MDL Number | MFCD00664471 |
| Molecular Formula | C12H14N2O4 |
| Molecular Weight | 250.254 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H54-1-3W
CAS: 223786-53-6
Molecule Weight: 250.254
Formula: C12H14N2O4
PN: 4H54-1-3F
CAS: 223786-49-0
Molecule Weight: 249.27
Formula: C12H15N3O3
PN: 4H54-3-81
CAS: 915187-38-1
Molecule Weight: 268.244
Formula: C12H13FN2O4
PN: 4H58-1-00X
CAS: 439095-45-1
Molecule Weight: 293.323
Formula: C14H19N3O4
PN: 4H58-1-3X
CAS: 1221792-44-4
Molecule Weight: 293.323
Formula: C14H19N3O4
PN: 4H58-1-HB
CAS: 927699-09-0
Molecule Weight: 294.307
Formula: C14H18N2O5
![[1-(3-Amino-4-nitrophenyl)piperidin-4-yl]methanol](data:image/png;base64,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)
PN: 4H55-1-3Q
CAS: 1604046-43-6
Molecule Weight: 251.286
Formula: C12H17N3O3
PN: 4H54-1-8T
CAS: 6574-15-8
Molecule Weight: 206.245
Formula: C11H14N2O2
Melting Point: 200-201 ℃
TSCA: Not listed on TSCA inventory