| Product Number | 4H54-1-Z0 |
| Synonyms | 1-(4-Nitrophenyl)piperidin-4-ol; 4-(4-Hydroxypiperidin-1-yl)nitrobenzene |
| CAS | 79421-45-7 |
| MDL Number | MFCD00215518 |
| Molecular Formula | C11H14N2O3 |
| Molecular Weight | 222.244 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H54-1-Z0
CAS: 79421-45-7
Molecule Weight: 222.244
Formula: C11H14N2O3
PN: 4H54-1-8T
CAS: 6574-15-8
Molecule Weight: 206.245
Formula: C11H14N2O2
PN: 4H55-1-3R
CAS: 404009-22-9
Molecule Weight: 237.259
Formula: C11H15N3O3
PN: 4H54-1-T9
CAS: 10220-22-1
Molecule Weight: 192.218
Formula: C10H12N2O2
PN: 4H54-3-77
CAS: 873537-50-9
Molecule Weight: 240.234
Formula: C11H13FN2O3
PN: 4H55-1-3S
CAS: 54997-99-8
Molecule Weight: 221.26
Formula: C11H15N3O2
![3-[(4-Nitrophenyl)amino]propan-1-ol](data:image/png;base64,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)
PN: 4654-1-AK
CAS: 86651-99-2
Molecule Weight: 196.206
Formula: C9H12N2O3
PN: 4H54-1-3F
CAS: 223786-49-0
Molecule Weight: 249.27
Formula: C12H15N3O3
Melting Point: 114-117 ℃
Density: 1.4
TSCA: Not listed on TSCA inventory