| Product Number | 4H30-1-W0 |
| Synonyms | alpha-[(Morpholin-4-yl)methyl]benzylamine |
| CAS | 38060-08-1 |
| MDL Number | MFCD01862532 |
| Molecular Formula | C12H18N2O |
| Molecular Weight | 206.289 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H30-1-W0
CAS: 38060-08-1
Molecule Weight: 206.289
Formula: C12H18N2O
PN: 4H31-1-X4
CAS: 863204-01-7
Molecule Weight: 220.316
Formula: C13H20N2O
![4-[2-(Morpholin-4-yl)ethyl]aniline](data:image/png;base64,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)
PN: 4H30-1-8G
CAS: 262368-47-8
Molecule Weight: 206.289
Formula: C12H18N2O
Boiling Point: 130-134 ℃
TSCA: Not listed on TSCA inventory