![2,3-Dihydrobenzo[b]furan-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 2H21-1-Z0 |
| Synonyms | 2,3-Dihydro-1-benzofuran-2-carboxylic acid |
| CAS | 1914-60-9 |
| MDL Number | MFCD03086168 |
| 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: 116-118 ℃
TSCA: Not listed on TSCA inventory
HTN: 2932.19.1000