| Product Number | 2229-1-X5 |
| Synonyms | 3-Carboxyadamantan-1-ol |
| Purity | 95 % |
| CAS | 42711-75-1 |
| MDL Number | MFCD00193929 |
| Molecular Formula | C11H16O3 |
| Molecular Weight | 196.246 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2229-1-X5
CAS: 42711-75-1
Molecule Weight: 196.246
Formula: C11H16O3
PN: 2229-1-0Z
CAS: 606488-94-2
Molecule Weight: 144.17
Formula: C7H12O3
PN: 2229-1-53
CAS: 68435-07-4
Molecule Weight: 210.273
Formula: C12H18O3
PN: 2229-1-1M
CAS: 37722-82-0
Molecule Weight: 158.197
Formula: C8H14O3
![Methyl 6-hydroxybicyclo[2.2.2]octane-2-carboxylate](data:image/png;base64,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)
PN: 2229-1-18
CAS: 1933735-57-9
Molecule Weight: 184.235
Formula: C10H16O3
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
Melting Point: 203-207 ℃
Density: 1.38
TSCA: Not listed on TSCA inventory
HTN: 2916.20.5000