| Product Number | 2H01-1-22 |
| Synonyms | (Tetrahydro-2H-pyran-3-yl)methanol; 3-(Hydroxymethyl)oxane |
| CAS | 14774-36-8 |
| MDL Number | MFCD08235011 |
| Molecular Formula | C6H12O2 |
| Molecular Weight | 116.16 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2H01-1-22
CAS: 14774-36-8
Molecule Weight: 116.16
Formula: C6H12O2
![trans-3-Oxabicyclo[3.1.0]hexane-6-methanol](data:image/png;base64,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)
PN: 2H10-1-81
CAS: 135637-92-2
Molecule Weight: 114.144
Formula: C6H10O2
Boiling Point: 81 ℃
Density: 1.0553
TSCA: Not listed on TSCA inventory