| Product Number | 2607-1-X3 |
| Synonyms | p-Anisyl alcohol; Anise alcohol; (4-Methoxyphenyl)methanol; 4-(Hydroxymethyl)anisole |
| Purity | 98 % |
| CAS | 105-13-5 |
| MDL Number | MFCD00004653 |
| Molecular Formula | C8H10O2 |
| Molecular Weight | 138.166 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 250 g | 55 | In Stock | |
| 1 kg | 190 | In Stock | |
| Bulk | Contact for Price | In Stock |
PN: 2608-1-1H
CAS: 1515-81-7
Molecule Weight: 152.193
Formula: C9H12O2
![[4-(4-Methylphenoxy)phenyl]methanol](data:image/png;base64,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)
PN: 2707-1-0D
CAS: 181231-61-8
Molecule Weight: 214.264
Formula: C14H14O2
![1-[(Ammoniooxy)methyl]-4-methoxybenzene hydrochloride](data:image/png;base64,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)
PN: 4756-5-01
CAS: 876-33-5
Molecule Weight: 189.64
Formula: C8H12ClNO2
Melting Point: 22-25 ℃
Boiling Point: 258-260 ℃
Refractive Index: 1.544
Density: 1.113
Flash Point: 113 ℃
Hazard Statement: H302-H315-H319-H335
TSCA: Listed on TSCA inventory
HTN: 2909.49.1500
EINECS: 203-273-6
