![2,3-Dihydrobenzo[b]furan-5-carboxylic acid](data:image/png;base64,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)
| Product Number | 2H21-1-W1 |
| Synonyms | 2,3-Dihydro-1-benzofuran-5-carboxylic acid; 5-Carboxy-2,3-dihydrobenzo[b]furan |
| Purity | 97.0 % |
| CAS | 76429-73-7 |
| MDL Number | MFCD00085012 |
| Molecular Formula | C9H8O3 |
| Molecular Weight | 164.16 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 194-197 ℃
TSCA: Not listed on TSCA inventory