| Product Number | 4H58-1-X1 |
| Synonyms | 1-(4-Aminophenyl)-4-(ethoxycarbonyl)piperidine; 4-[4-(Ethoxycarbonyl)piperidin-1-yl]aniline |
| CAS | 439095-52-0 |
| MDL Number | MFCD03425793 |
| Molecular Formula | C14H20N2O2 |
| Molecular Weight | 248.326 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-X1
CAS: 439095-52-0
Molecule Weight: 248.326
Formula: C14H20N2O2
PN: 4H58-1-00W
CAS:
Molecule Weight: 263.341
Formula: C14H21N3O2
![4-[4-(Ethoxycarbonyl)piperidin-1-yl]benzaldehyde](data:image/png;base64,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)
PN: 4H23-1-3K
CAS: 85345-11-5
Molecule Weight: 261.321
Formula: C15H19NO3
PN: 4H37-1-U5
CAS: 352018-90-7
Molecule Weight: 258.321
Formula: C15H18N2O2
PN: 4H37-1-4G
CAS: 357670-16-7
Molecule Weight: 258.321
Formula: C15H18N2O2
PN: 4H23-1-W4
CAS: 259683-56-2
Molecule Weight: 261.321
Formula: C15H19NO3
PN: 4H54-1-3W
CAS: 223786-53-6
Molecule Weight: 250.254
Formula: C12H14N2O4
PN: 4H58-1-00X
CAS: 439095-45-1
Molecule Weight: 293.323
Formula: C14H19N3O4
Melting Point: 40-42 ℃
TSCA: Not listed on TSCA inventory