| Product Number | 4H56-1-QK |
| Synonyms | 1-(4-Hydroxyphenyl)piperazine |
| Purity | 98 % |
| CAS | 56621-48-8 |
| MDL Number | MFCD00066156 |
| Molecular Formula | C10H14N2O |
| Molecular Weight | 178.235 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H07-1-27
CAS: 38212-30-5
Molecule Weight: 192.262
Formula: C11H16N2O
PN: 4H56-5-16
CAS: 38869-47-5
Molecule Weight: 228.72
Formula: C11H17ClN2O
PN: 4H07-1-29
CAS: 46415-29-6
Molecule Weight: 206.289
Formula: C12H18N2O
![1-[4-(4-Hydroxyphenyl)piperazino]ethan-1-one](data:image/png;base64,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)
PN: 4H20-1-25
CAS: 67914-60-7
Molecule Weight: 220.272
Formula: C12H16N2O2
![4-[4-(4-Methoxyphenyl)piperazin-1-yl]aniline](data:image/png;base64,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)
PN: 4H56-1-CW
CAS: 74852-62-3
Molecule Weight: 283.375
Formula: C17H21N3O
PN: 4H01-1-N4
CAS: 1011-17-2
Molecule Weight: 178.235
Formula: C10H14N2O
Melting Point: 218-224 ℃
TSCA: Not listed on TSCA inventory
EINECS: 260-289-6
