| Product Number | 2423-1-03 |
| Synonyms | 3-(Methoxycarbonyl)bicyclo[2.2.1]hept-5-ene-2-carboxylic acid |
| Purity | 95 % |
| CAS | 36897-94-6 |
| MDL Number | MFCD00167743 |
| Molecular Formula | C10H12O4 |
| Molecular Weight | 196.202 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2423-1-03
CAS: 36897-94-6
Molecule Weight: 196.202
Formula: C10H12O4
![Methyl bicyclo[2.2.1]hept-5-ene-2-carboxylate](data:image/png;base64,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)
PN: 2423-1-01
CAS: 6203-08-3
Molecule Weight: 152.193
Formula: C9H12O2
![(1R,2S,3R,4S)-rel-Bicyclo[2.2.1]hept-5-ene-2,3-dicarboxylic acid](data:image/png;base64,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)
PN: 2421-1-07
CAS: 3853-88-1
Molecule Weight: 182.175
Formula: C9H10O4
![Bicyclo[2.2.1]hept-5-ene-2,3-dicarboxylic acid](data:image/png;base64,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)
PN: 2421-1-11
CAS: 3813-52-3
Molecule Weight: 182.175
Formula: C9H10O4
PN: 2423-1-0E
CAS: 154970-45-3
Molecule Weight: 194.274
Formula: C12H18O2
PN: 2423-1-0C
CAS: 154970-45-3
Molecule Weight: 194.274
Formula: C12H18O2
![(2-exo,3-exo)-Bicyclo[2.2.1]hept-5-ene-2,3-dicarboxylic acid anhydride](data:image/png;base64,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)
PN: 2426-1-X0
CAS: 2746-19-2
Molecule Weight: 164.16
Formula: C9H8O3
PN: 2423-1-0G
CAS: 4841-84-3
Molecule Weight: 198.218
Formula: C10H14O4
TSCA: Listed on TSCA inventory
EINECS: 225-494-7