| Product Number | 2H10-B-00 |
| Synonyms | 1-Bromo-2-fluoro-4,5-(methylenedioxy)benzene |
| CAS | 94670-75-4 |
| MDL Number | MFCD23709714 |
| Molecular Formula | C7H4BrFO2 |
| Molecular Weight | 219.009 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H10-B-00
CAS: 94670-75-4
Molecule Weight: 219.009
Formula: C7H4BrFO2
![5-Bromo-4-fluorobenzo[d][1,3]dioxole](data:image/png;base64,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)
PN: 2H10-B-0D
CAS: 1226808-75-8
Molecule Weight: 219.009
Formula: C7H4BrFO2
PN: 2H10-B-09
CAS: 1415022-32-0
Molecule Weight: 219.009
Formula: C7H4BrFO2
PN: 2607-B-4K
CAS: 886510-25-4
Molecule Weight: 221.025
Formula: C7H6BrFO2
TSCA: Not listed on TSCA inventory
