| Product Number | 4H48-9-42 |
| Synonyms | 6-Bromo-1H-benzo[d][1,3]oxazin-2(4H)-one |
| CAS | 1199-04-8 |
| MDL Number | MFCD09972273 |
| Molecular Formula | C8H6BrNO2 |
| Molecular Weight | 228.045 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![3,4-Dihydrobenzo[e][1,3]oxazin-2-one](data:image/png;base64,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)
PN: 4H56-1-06F
CAS: 1125-85-5
Molecule Weight: 149.149
Formula: C8H7NO2
![3-Methyl-3,4-dihydrobenzo[e][1,3]oxazin-2-one](data:image/png;base64,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)
PN: 4H56-1-06E
CAS: 1008-83-9
Molecule Weight: 163.176
Formula: C9H9NO2
Melting Point: 264-266 ℃
TSCA: Not listed on TSCA inventory