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)
| Product Number | 4637-1-00 |
| Synonyms | 3-(4-Cyanophenyl)benzoic acid; 4-(3-Carboxyphenyl)benzonitrile; 3-Carboxy-4'-cyanobiphenyl |
| CAS | 149506-93-4 |
| MDL Number | MFCD04117352 |
| Molecular Formula | C14H9NO2 |
| Molecular Weight | 223.231 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory