| Product Number | 4H44-9-22 |
| Synonyms | 6-Bromobenzo[d]oxazole |
| Purity | 98 % |
| CAS | 375369-14-5 |
| MDL Number | MFCD03092891 |
| Molecular Formula | C7H4BrNO |
| Molecular Weight | 198.019 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![6-Bromo-5-methylbenzo[d]oxazole](data:image/png;base64,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)
PN: 4H44-9-25
CAS: 1268037-03-1
Molecule Weight: 212.046
Formula: C8H6BrNO
PN: 4H56-9-58
CAS: 19932-85-5
Molecule Weight: 214.018
Formula: C7H4BrNO2
PN: 4H56-D-68
CAS: 1260643-15-9
Molecule Weight: 232.46
Formula: C7H3BrClNO
PN: 4H56-B-0W
CAS: 1823959-85-8
Molecule Weight: 216.009
Formula: C7H3BrFNO
TSCA: Not listed on TSCA inventory
