| Product Number | 4H21-1-64 |
| Synonyms | 2-Carboxy-3,4-dihydro-4-methyl-2H-1,4-benzoxazine; 2-Carboxy-3,4-dihydro-4-methyl-2H-benzo[b][1,4]oxazine |
| Purity | 97 % |
| CAS | 212578-38-6 |
| MDL Number | MFCD11506351 |
| Molecular Formula | C10H11NO3 |
| Molecular Weight | 193.202 |
| Units | Price (USD) | Availability |
|---|
PN: 4H21-1-64
CAS: 212578-38-6
Molecule Weight: 193.202
Formula: C10H11NO3
PN: 4H21-1-MB
CAS: 90563-93-2
Molecule Weight: 179.175
Formula: C9H9NO3
PN: 4H23-1-BG
CAS: 54442-28-3
Molecule Weight: 221.256
Formula: C12H15NO3
PN: 4H48-1-093
CAS: 24132-22-7
Molecule Weight: 193.158
Formula: C9H7NO4
PN: 4H58-1-W4
CAS: 154365-40-9
Molecule Weight: 207.185
Formula: C10H9NO4
![(3,4-Dihydro-2H-benzo[1,4]oxazin-2-yl)methanol hydrochloride](data:image/png;base64,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)
PN: 4H56-5-BE
CAS: 82756-74-9
Molecule Weight: 201.65
Formula: C9H12ClNO2
PN: 4H30-1-4A
CAS: 282520-55-2
Molecule Weight: 178.235
Formula: C10H14N2O
PN: 4H57-3-22
CAS: 1086380-46-2
Molecule Weight: 247.173
Formula: C10H8F3NO3
Melting Point: 143-153 ℃
TSCA: Not listed on TSCA inventory