![2-Bromobenzo[b]furan](data:image/png;base64,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)
| Product Number | 2H10-9-12 |
| Synonyms | 2-Bromo-1-benzofuran |
| Purity | 90 % |
| CAS | 54008-77-4 |
| MDL Number | MFCD02681987 |
| Molecular Formula | C8H5BrO |
| Molecular Weight | 197.031 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Boiling Point: 221-223 ℃
TSCA: Not listed on TSCA inventory