| Product Number | 2H26-9-X0 |
| Synonyms | 5-Bromo-2-benzofuran-1,3-dione; 5-Bromoisobenzofuran-1,3-dione |
| Purity | 98 % |
| CAS | 86-90-8 |
| MDL Number | MFCD00191323 |
| Molecular Formula | C8H3BrO3 |
| Molecular Weight | 227.013 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2H29-9-01
CAS: 102126-71-6
Molecule Weight: 229.029
Formula: C8H5BrO3
![4-Bromo-2-benzofuran-1[3H]-one](data:image/png;base64,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)
PN: 2H25-9-01
CAS: 102308-43-0
Molecule Weight: 213.03
Formula: C8H5BrO2
Melting Point: 107 ℃
Boiling Point: 301 ℃
TSCA: Not listed on TSCA inventory
EINECS: 201-707-9
