| Product Number | 2701-1-0B |
| CAS | 893738-74-4 |
| MDL Number | MFCD06802678 |
| Molecular Formula | C10H12O |
| Molecular Weight | 148.205 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2701-1-0B
CAS: 893738-74-4
Molecule Weight: 148.205
Formula: C10H12O
![(3-(Bicyclo[1.1.1]pentan-1-yl)phenyl)methanol](data:image/png;base64,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)
PN: 2701-1-50
CAS: 1823894-02-5
Molecule Weight: 174.243
Formula: C12H14O
PN: 2701-1-41
CAS: 454678-87-6
Molecule Weight: 148.205
Formula: C10H12O
![2-[3-(1-Hydroxy-1-methylethyl)phenyl]propan-2-ol](data:image/png;base64,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)
PN: 2604-1-0U
CAS: 1999-85-5
Molecule Weight: 194.274
Formula: C12H18O2
PN: 4H01-5-0Q
CAS: 2256060-02-1
Molecule Weight: 227.73
Formula: C12H18ClNO
TSCA: Not listed on TSCA inventory
