| Product Number | 4H15-1-X2 |
| Synonyms | 3,4-Dihydro-7-formyl-4-methyl-2H-1,4-benzoxazine |
| CAS | 141103-93-7 |
| MDL Number | MFCD02681912 |
| Molecular Formula | C10H11NO2 |
| Molecular Weight | 177.203 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H15-1-X2
CAS: 141103-93-7
Molecule Weight: 177.203
Formula: C10H11NO2
PN: 4H31-1-1J
CAS: 71472-58-7
Molecule Weight: 149.193
Formula: C9H11NO
![3,4-Dihydro-4-methyl-7-[(methylamino)methyl]-2H-1,4-benzoxazine](data:image/png;base64,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)
PN: 4H56-1-M5
CAS: 937795-86-3
Molecule Weight: 192.262
Formula: C11H16N2O
PN: 4H58-1-WF
CAS: 851202-96-5
Molecule Weight: 179.175
Formula: C9H9NO3
PN: 4H23-1-Y3
CAS: 142166-01-6
Molecule Weight: 193.202
Formula: C10H11NO3
PN: 4H31-1-1Q
CAS: 58960-12-6
Molecule Weight: 163.22
Formula: C10H13NO
PN: 4H48-1-KY
CAS: 674304-28-0
Molecule Weight: 207.185
Formula: C10H9NO4
PN: 4H56-1-0QS
CAS: 77901-22-5
Molecule Weight: 149.193
Formula: C9H11NO
Melting Point: 69-71 ℃
TSCA: Not listed on TSCA inventory