| Product Number | 2H23-9-0B |
| CAS | 1033201-65-8 |
| MDL Number | MFCD10699643 |
| Molecular Formula | C11H9BrO3 |
| Molecular Weight | 269.094 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2H23-9-0B
CAS: 1033201-65-8
Molecule Weight: 269.094
Formula: C11H9BrO3
![Methyl 7-bromo[b]benzofuran-2-carboxylate](data:image/png;base64,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)
PN: 2H23-9-08
CAS: 1247406-14-9
Molecule Weight: 255.067
Formula: C10H7BrO3
![Ethyl 5-bromobenzo[b]furan-2-carboxylate](data:image/png;base64,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)
PN: 2H23-9-05
CAS: 84102-69-2
Molecule Weight: 269.094
Formula: C11H9BrO3
PN: 2H23-9-10
CAS: 907945-62-4
Molecule Weight: 269.094
Formula: C11H9BrO3
![Methyl 5-bromobenzo[b]furan-2-carboxylate](data:image/png;base64,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)
PN: 2H23-9-09
CAS: 26028-36-4
Molecule Weight: 255.067
Formula: C10H7BrO3
PN: 2H21-9-0D
CAS: 550998-59-9
Molecule Weight: 241.04
Formula: C9H5BrO3
PN: 2H23-D-01
CAS: 1823331-46-9
Molecule Weight: 303.54
Formula: C11H8BrClO3
PN: 2H23-9-0C
CAS: 91571-13-0
Molecule Weight: 299.12
Formula: C12H11BrO4
TSCA: Not listed on TSCA inventory