![2,3-Dihydrobenzo[b]furan-5-acetic acid](data:image/png;base64,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)
| Product Number | 2H21-1-Z4 |
| CAS | 69999-16-2 |
| MDL Number | MFCD01941301 |
| Molecular Formula | C10H10O3 |
| Molecular Weight | 178.187 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 105-107 ℃
TSCA: Not listed on TSCA inventory
EINECS: 615-045-7