| Product Number | 4656-5-X0 |
| Synonyms | 2-Hydroxy-2-(4-methoxyphenyl)ethylamine hydrochloride; 4-(2-Amino-1-hydroxyethyl)anisole hydrochloride |
| CAS | 56766-24-6 |
| MDL Number | MFCD04117768 |
| Molecular Formula | C9H14ClNO2 |
| Molecular Weight | 203.67 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4656-5-X0
CAS: 56766-24-6
Molecule Weight: 203.67
Formula: C9H14ClNO2
PN: 4656-1-2Q
CAS: 55275-61-1
Molecule Weight: 167.208
Formula: C9H13NO2
PN: 4H56-5-4N
CAS: 1172878-66-8
Molecule Weight: 217.69
Formula: C10H16ClNO2
PN: 4656-1-2R
CAS: 153285-74-6
Molecule Weight: 229.279
Formula: C14H15NO2
PN: 2607-1-R5
CAS: 1517-70-0
Molecule Weight: 152.193
Formula: C9H12O2
![2-Amino-1-[4-(trifluoromethoxy)phenyl]ethan-1-ol](data:image/png;base64,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)
PN: 4656-3-6M
CAS: 1038262-63-3
Molecule Weight: 221.179
Formula: C9H10F3NO2
PN: 2607-1-X2
CAS: 7428-99-1
Molecule Weight: 166.22
Formula: C10H14O2
Melting Point: 171-172 ℃
TSCA: Not listed on TSCA inventory
