| Product Number | 2H17-9-31 |
| CAS | 38220-75-6 |
| MDL Number | MFCD00276737 |
| Molecular Formula | C10H7BrO2 |
| Molecular Weight | 239.068 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2H17-9-31
CAS: 38220-75-6
Molecule Weight: 239.068
Formula: C10H7BrO2
PN: 2H17-9-04
CAS: 7039-76-1
Molecule Weight: 317.964
Formula: C10H6Br2O2
PN: 4H37-9-0K
CAS: 1135283-25-8
Molecule Weight: 264.078
Formula: C11H6BrNO2
![5-Bromobenzo[b]furan-2-carboxaldehyde](data:image/png;base64,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)
PN: 2H15-9-X5
CAS: 23145-16-6
Molecule Weight: 225.041
Formula: C9H5BrO2
PN: 2H17-9-0E
CAS: 99661-02-6
Molecule Weight: 239.068
Formula: C10H7BrO2
PN: 4H56-9-98
CAS: 1563069-87-3
Molecule Weight: 294.148
Formula: C13H12BrNO2
PN: 2602-9-08
CAS: 592542-03-5
Molecule Weight: 241.084
Formula: C10H9BrO2
TSCA: Not listed on TSCA inventory
![2-Acetylbenzo[b]furan](data:image/png;base64,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)