| Product Number | 4756-1-46 |
| Synonyms | N-Benzyl-4-hydroxyaniline; N-(4-Hydroxyphenyl)benzylamine |
| Purity | 95 % |
| CAS | 103-14-0 |
| MDL Number | MFCD00051312 |
| Molecular Formula | C13H13NO |
| Molecular Weight | 199.253 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![2-{[(4-Methylphenyl)amino]methyl}phenol](data:image/png;base64,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)
PN: 4756-1-0U
CAS: 14674-88-5
Molecule Weight: 213.28
Formula: C14H15NO
TSCA: Not listed on TSCA inventory
EINECS: 203-082-8
