| Product Number | 2221-1-44 |
| CAS | 619-82-9 |
| MDL Number | MFCD00066203 |
| Molecular Formula | C8H12O4 |
| Molecular Weight | 172.18 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 2221-1-44
CAS: 619-82-9
Molecule Weight: 172.18
Formula: C8H12O4
![Bicyclo[2.2.2]octane-1,4-dicarboxylic acid](data:image/png;base64,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)
PN: 2221-1-39
CAS: 711-02-4
Molecule Weight: 198.218
Formula: C10H14O4
PN: 2221-1-0G
CAS: 66185-74-8
Molecule Weight: 158.197
Formula: C8H14O3
PN: 2221-1-0P
CAS: 13380-84-2
Molecule Weight: 158.197
Formula: C8H14O3
PN: 2221-1-1G
CAS: 73094-35-6
Molecule Weight: 158.197
Formula: C8H14O3
![4-Formylbicyclo[2.2.2]octane-1-carboxylic acid](data:image/png;base64,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)
PN: 2221-1-42
CAS: 96102-85-1
Molecule Weight: 182.219
Formula: C10H14O3
![4-(Hydroxymethyl)bicyclo[2.2.2]octane-1-carboxylic acid](data:image/png;base64,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)
PN: 2229-1-90
CAS: 828-52-4
Molecule Weight: 184.235
Formula: C10H16O3
PN: 2221-1-0A
CAS: 4331-54-8
Molecule Weight: 142.198
Formula: C8H14O2
TSCA: Not listed on TSCA inventory