| Product Number | 2223-1-02 |
| Synonyms | Methyl trans-4-carboxycyclohexane-1-carboxylate; trans-1-Carboxy-4-(methoxycarbonyl)cyclohexane |
| CAS | 15177-67-0 |
| MDL Number | MFCD01311247 |
| Molecular Formula | C9H14O4 |
| Molecular Weight | 186.207 |
| Units | Price (USD) | Availability |
|---|
PN: 2223-1-02
CAS: 15177-67-0
Molecule Weight: 186.207
Formula: C9H14O4
PN: 2223-1-49
CAS: 1056639-33-8
Molecule Weight: 200.234
Formula: C10H16O4
PN: 2223-1-57
CAS: 32529-79-6
Molecule Weight: 186.207
Formula: C9H14O4
PN: 2223-1-63
CAS: 1011-85-4
Molecule Weight: 186.207
Formula: C9H14O4
![Dimethyl bicyclo[2.2.2]octane-1,4-dicarboxylate](data:image/png;base64,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)
PN: 2223-1-62
CAS: 1459-96-7
Molecule Weight: 226.272
Formula: C12H18O4
![4-(Methoxycarbonyl)bicyclo[2.2.2]octane-1-carboxylic acid](data:image/png;base64,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)
PN: 2223-1-78
CAS: 18720-35-9
Molecule Weight: 212.245
Formula: C11H16O4
PN: 2223-1-0K
CAS: 54274-80-5
Molecule Weight: 170.208
Formula: C9H14O3
PN: 2229-1-1N
CAS: 110928-44-4
Molecule Weight: 172.224
Formula: C9H16O3
Melting Point: 124-128 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
EINECS: 927-226-0