| Product Number | 4656-9-15 |
| Synonyms | 3-Bromo-2-hydroxy-5-methoxyaniline; 3-Amino-5-bromo-4-hydroxyanisole |
| Purity | 93 % |
| CAS | 206872-01-7 |
| MDL Number | MFCD03695460 |
| Molecular Formula | C7H8BrNO2 |
| Molecular Weight | 218.05 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-V7
CAS: 502649-25-4
Molecule Weight: 262.353
Formula: C15H22N2O2
PN: 4H56-1-R30
CAS: 1240584-34-2
Molecule Weight: 262.353
Formula: C15H22N2O2
PN: 4H56-1-S30
CAS: 1221274-36-7
Molecule Weight: 262.353
Formula: C15H22N2O2
PN: 4H51-1-38
CAS: 904814-49-9
Molecule Weight: 234.299
Formula: C13H18N2O2
PN: 4H56-5-V9
CAS: 886767-49-3
Molecule Weight: 296.8
Formula: C15H21ClN2O2
![tert-Butyl 3-[4-(trifluoromethyl)phenyl]piperazine-1-carboxylate](data:image/png;base64,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)
PN: 4H56-3-7L
CAS: 886767-93-7
Molecule Weight: 330.351
Formula: C16H21F3N2O2
PN: 4H56-1-03G
CAS: 889956-76-7
Molecule Weight: 278.352
Formula: C15H22N2O3
PN: 4H51-1-43
CAS: 886780-65-0
Molecule Weight: 338.451
Formula: C21H26N2O2
TSCA: Not listed on TSCA inventory