| Product Number | 4H58-B-15 |
| CAS | 2089727-61-5 |
| MDL Number | MFCD28397865 |
| Molecular Formula | C9H6BrFN2O2 |
| Molecular Weight | 273.061 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-B-15
CAS: 2089727-61-5
Molecule Weight: 273.061
Formula: C9H6BrFN2O2
PN: 4H58-B-31
CAS: 2092803-73-9
Molecule Weight: 259.034
Formula: C8H4BrFN2O2
PN: 4H58-9-1K
CAS: 1806517-50-9
Molecule Weight: 255.071
Formula: C9H7BrN2O2
PN: 4H23-3-0D
CAS: 1193789-41-1
Molecule Weight: 194.165
Formula: C9H7FN2O2
![6-Bromo-1H-benzo[d]imidazole-4-carboxylic acid](data:image/png;base64,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)
PN: 4H58-9-1X
CAS: 255064-08-5
Molecule Weight: 241.044
Formula: C8H5BrN2O2
PN: 4H21-3-4M
CAS: 716362-27-5
Molecule Weight: 180.138
Formula: C8H5FN2O2
TSCA: Not listed on TSCA inventory