| Product Number | 4H55-1-U8 |
| Synonyms | 5-Amino-2-(4-methylpiperazin-1-yl)nitrobenzene |
| CAS | 5367-67-9 |
| MDL Number | MFCD09027737 |
| Molecular Formula | C11H16N4O2 |
| Molecular Weight | 236.275 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H55-1-U8
CAS: 5367-67-9
Molecule Weight: 236.275
Formula: C11H16N4O2
![2-[4-(4-Amino-2-nitrophenyl)piperazin-1-yl]ethan-1-ol](data:image/png;base64,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)
PN: 4H55-1-08
CAS: 942474-56-8
Molecule Weight: 266.301
Formula: C12H18N4O3
PN: 4H55-1-V3
CAS: 59084-06-9
Molecule Weight: 207.233
Formula: C10H13N3O2
PN: 4H54-5-33
CAS: 6270-12-8
Molecule Weight: 243.69
Formula: C10H14ClN3O2
PN: 4655-1-41
CAS: 837-64-9
Molecule Weight: 239.231
Formula: C10H13N3O4
PN: 4H54-3-42
CAS: 243128-46-3
Molecule Weight: 225.223
Formula: C10H12FN3O2
PN: 4H54-7-19
CAS: 1185297-30-6
Molecule Weight: 305.73
Formula: C12H17ClFN3O3
PN: 4H55-1-35
CAS: 23491-48-7
Molecule Weight: 236.275
Formula: C11H16N4O2
Melting Point: 92-93 ℃
TSCA: Not listed on TSCA inventory