| Product Number | 2704-1-18 |
| Synonyms | 4-(2-Hydroxyphenyl)-2-methylbutan-2-ol |
| CAS | 4167-73-1 |
| MDL Number | MFCD00096365 |
| Molecular Formula | C11H16O2 |
| Molecular Weight | 180.247 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2704-1-18
CAS: 4167-73-1
Molecule Weight: 180.247
Formula: C11H16O2
![2-(Bicyclo[1.1.1]pentan-1-yl)phenol](data:image/png;base64,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)
PN: 2701-1-48
CAS: 1402004-35-6
Molecule Weight: 160.216
Formula: C11H12O
Melting Point: 112-114 ℃
TSCA: Not listed on TSCA inventory
