| Product Number | 4H56-1-K8 |
| Synonyms | 2-[(Morpholin-4-yl)carbonyl]aniline; 4-(2-Aminobenzoyl)morpholine |
| CAS | 39630-24-5 |
| MDL Number | MFCD00034763 |
| Molecular Formula | C11H14N2O2 |
| Molecular Weight | 206.245 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-K8
CAS: 39630-24-5
Molecule Weight: 206.245
Formula: C11H14N2O2
PN: 4H48-1-XG
CAS: 51207-86-4
Molecule Weight: 206.245
Formula: C11H14N2O2
PN: 4H30-1-U0
CAS: 95539-61-0
Molecule Weight: 192.262
Formula: C11H16N2O
PN: 4H54-1-2V
CAS: 5397-76-2
Molecule Weight: 236.227
Formula: C11H12N2O4
![2-Amino-N-[2-(4-methylphenoxy)ethyl]benzamide](data:image/png;base64,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)
PN: 4758-1-43
CAS: 540515-70-6
Molecule Weight: 270.332
Formula: C16H18N2O2
PN: 4H17-9-17
CAS: 127580-92-1
Molecule Weight: 270.126
Formula: C11H12BrNO2
PN: 4656-1-Z1
CAS: 1203-89-0
Molecule Weight: 192.262
Formula: C11H16N2O
Melting Point: 74-75 ℃
TSCA: Not listed on TSCA inventory
