| Product Number | 4631-1-08 |
| Purity | 95 % |
| CAS | 6589-55-5 |
| MDL Number | MFCD00004506 |
| Molecular Formula | C9H13NO |
| Molecular Weight | 151.209 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4631-1-08
CAS: 6589-55-5
Molecule Weight: 151.209
Formula: C9H13NO
PN: 4H56-5-43
CAS: 550370-15-5
Molecule Weight: 185.65
Formula: C9H12ClNO
PN: 4656-1-R1
CAS: 2549-14-6
Molecule Weight: 137.182
Formula: C8H11NO
PN: 4656-1-S1
CAS: 56613-81-1
Molecule Weight: 137.182
Formula: C8H11NO
PN: 4656-1-T1
CAS: 7568-93-6
Molecule Weight: 137.182
Formula: C8H11NO
PN: 4656-1-S06
CAS:
Molecule Weight: 292.379
Formula: C16H24N2O3
PN: 4656-1-R06
CAS:
Molecule Weight: 292.379
Formula: C16H24N2O3
![4-[1-Hydroxy-2-(methylamino)ethyl]phenol hydrochloride](data:image/png;base64,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)
PN: 4656-5-90
CAS: 5985-28-4
Molecule Weight: 203.67
Formula: C9H14ClNO2
TSCA: Not listed on TSCA inventory