| Product Number | 4H56-3-N0 |
| Synonyms | 3,4-Dihydro-3-oxo-6-(trifluoromethyl)-2H-1,4-benzoxazine; 6-(Trifluoromethyl)-4H-benzo[b][1,4]oxazin-3-one |
| Purity | 95 % |
| CAS | 189940-04-3 |
| MDL Number | MFCD02648641 |
| Molecular Formula | C9H6F3NO2 |
| Molecular Weight | 217.147 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H56-3-N0
CAS: 189940-04-3
Molecule Weight: 217.147
Formula: C9H6F3NO2
PN: 4H48-3-W4
CAS: 189940-07-6
Molecule Weight: 231.174
Formula: C10H8F3NO2
PN: 4H48-1-CB
CAS: 39522-26-4
Molecule Weight: 163.176
Formula: C9H9NO2
PN: 4H56-3-N3
CAS: 347-40-0
Molecule Weight: 203.164
Formula: C9H8F3NO
![3-Oxo-3,4-dihydro-2H-benzo[1,4]oxazine-6-carbaldehyde](data:image/png;base64,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)
PN: 4H48-1-092
CAS: 200195-15-9
Molecule Weight: 177.159
Formula: C9H7NO3
PN: 4H48-1-TB
CAS: 134997-74-3
Molecule Weight: 174.159
Formula: C9H6N2O2
PN: 4H48-1-01A
CAS: 6238-96-6
Molecule Weight: 205.257
Formula: C12H15NO2
PN: 4H48-1-CC
CAS: 17959-90-9
Molecule Weight: 177.203
Formula: C10H11NO2
Melting Point: 152-156 ℃
TSCA: Not listed on TSCA inventory