| Product Number | 2204-1-X1 |
| Synonyms | trans-(Cyclohexane-1,2-diyl)dimethanol |
| CAS | 25712-33-8 |
| MDL Number | MFCD09260493 |
| Molecular Formula | C8H16O2 |
| Molecular Weight | 144.214 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: G311-A-11
CAS: 65376-05-8
Molecule Weight: 144.214
Formula: C8H16O2
PN: 2204-1-X1
CAS: 25712-33-8
Molecule Weight: 144.214
Formula: C8H16O2
![2-[1-(Hydroxymethyl)cyclohexyl]ethan-1-ol](data:image/png;base64,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)
PN: 2204-1-08
CAS: 3187-28-8
Molecule Weight: 158.241
Formula: C9H18O2
PN: 2204-1-0H
CAS: 15753-50-1
Molecule Weight: 144.214
Formula: C8H16O2
PN: 2201-1-04
CAS: 14064-13-2
Molecule Weight: 128.215
Formula: C8H16O
![Bicyclo[2.2.2]octane-1,4-diyldimethanol](data:image/png;base64,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)
PN: 2204-1-14
CAS: 826-45-9
Molecule Weight: 170.252
Formula: C10H18O2
Melting Point: 57 ℃
Boiling Point: 113 ℃
TSCA: Not listed on TSCA inventory
EINECS: 607-783-3
