![3-Methoxy-4-[(oxetan-3-yl)oxy]aniline](data:image/png;base64,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)
| Product Number | 4H30-1-7D |
| Synonyms | 5-Amino-2-[(oxetan-3-yl)oxy]anisole; 3-(4-Amino-2-methoxyphenoxy)oxetane |
| CAS | 1349717-19-6 |
| MDL Number | MFCD20233114 |
| Molecular Formula | C10H13NO3 |
| Molecular Weight | 195.218 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H30-1-7D
CAS: 1349717-19-6
Molecule Weight: 195.218
Formula: C10H13NO3
PN: 4656-1-78
CAS: 212489-99-1
Molecule Weight: 181.235
Formula: C10H15NO2
PN: 4H30-1-82
CAS: 60835-71-4
Molecule Weight: 283.324
Formula: C14H21NO5
PN: 4H56-1-0PJ
CAS: 31406-52-7
Molecule Weight: 390.436
Formula: C20H26N2O6
PN: 4H56-1-0PZ
CAS: 31352-45-1
Molecule Weight: 478.542
Formula: C24H34N2O8
PN: 4H56-1-0QA
CAS: 219141-61-4
Molecule Weight: 478.542
Formula: C24H34N2O8
PN: 4H56-1-0QB
CAS:
Molecule Weight: 957.084
Formula: C48H68N4O16
PN: 4H56-1-3G
CAS: 22013-33-8
Molecule Weight: 151.165
Formula: C8H9NO2
Melting Point: 70-72 ℃
TSCA: Not listed on TSCA inventory