| Product Number | 2H21-9-0F |
| CAS | 1369143-28-1 |
| MDL Number | MFCD22034498 |
| Molecular Formula | C9H5BrO3 |
| Molecular Weight | 241.04 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 2H21-9-0F
CAS: 1369143-28-1
Molecule Weight: 241.04
Formula: C9H5BrO3
PN: 2H21-9-0C
CAS: 439107-94-5
Molecule Weight: 241.04
Formula: C9H5BrO3
PN: 2H23-9-0E
CAS: 177735-22-7
Molecule Weight: 269.094
Formula: C11H9BrO3
PN: 2H23-9-0J
CAS: 425675-94-1
Molecule Weight: 255.067
Formula: C10H7BrO3
![5-Bromobenzo[b]furan-2-carboxylic acid](data:image/png;base64,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)
PN: 2H21-9-X2
CAS: 10242-11-2
Molecule Weight: 241.04
Formula: C9H5BrO3
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
TSCA: Not listed on TSCA inventory