| Product Number | 2701-1-0Y |
| Purity | 95 % |
| CAS | 80-46-6 |
| MDL Number | MFCD00002369 |
| Molecular Formula | C11H16O |
| Molecular Weight | 164.248 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![4-(Bicyclo[1.1.1]pentan-1-yl)phenol](data:image/png;base64,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)
PN: 2701-1-45
CAS: 1823939-03-2
Molecule Weight: 160.216
Formula: C11H12O
PN: 2707-1-0A
CAS: 4030-17-5
Molecule Weight: 148.205
Formula: C10H12O
Melting Point: 94-95 ℃
Boiling Point: 262.5 ℃
Density: 0.962
TSCA: Listed on TSCA inventory
