| Product Number | 4H30-1-14 |
| Synonyms | 4-Morpholinoaniline |
| Purity | 98.0 % |
| CAS | 2524-67-6 |
| MDL Number | MFCD00006169 |
| Molecular Formula | C10H14N2O |
| Molecular Weight | 178.235 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 100 g | 65 | In Stock | |
| 250 g | 125 | In Stock | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H30-1-14
CAS: 2524-67-6
Molecule Weight: 178.235
Formula: C10H14N2O
PN: 4H30-1-CZ
CAS: 119421-28-2
Molecule Weight: 193.25
Formula: C10H15N3O
PN: 8H68-1-X4
CAS: 51317-66-9
Molecule Weight: 220.29
Formula: C11H12N2OS
PN: 4H30-1-X3
CAS: 159724-40-0
Molecule Weight: 178.235
Formula: C10H14N2O
PN: 4H30-1-6S
CAS: 218930-10-0
Molecule Weight: 206.289
Formula: C12H18N2O
![2-[(4-Aminophenyl)(methyl)amino]ethan-1-ol](data:image/png;base64,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)
PN: 4H32-1-31
CAS: 17625-86-4
Molecule Weight: 166.224
Formula: C9H14N2O
Melting Point: 133-134 ℃
Flash Point: >110 ℃
TSCA: Listed on TSCA inventory
EINECS: 219-760-1
