| Product Number | 2229-1-78 |
| Synonyms | trans-2-(4-Hydroxycyclohexyl)acetic acid |
| CAS | 68592-23-4 |
| MDL Number | MFCD16661181 |
| Molecular Formula | C8H14O3 |
| Molecular Weight | 158.197 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2229-1-08
CAS: 68592-22-3
Molecule Weight: 158.197
Formula: C8H14O3
PN: 2229-1-78
CAS: 68592-23-4
Molecule Weight: 158.197
Formula: C8H14O3
PN: 2229-1-79
CAS: 99799-09-4
Molecule Weight: 158.197
Formula: C8H14O3
![[4-(tert-Butyl)cyclohexyl]acetic acid](data:image/png;base64,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)
PN: 2221-1-02
CAS: 105906-07-8
Molecule Weight: 198.306
Formula: C12H22O2
PN: 2221-1-34
CAS: 74603-16-0
Molecule Weight: 212.333
Formula: C13H24O2
PN: 2721-1-4B
CAS: 6603-71-0
Molecule Weight: 156.225
Formula: C9H16O2
PN: 2229-1-73
CAS: 17768-36-4
Molecule Weight: 210.273
Formula: C12H18O3
Melting Point: 139-140 ℃
TSCA: Not listed on TSCA inventory
