| Product Number | 4632-1-X1 |
| Synonyms | N,N-Diethyl-4-formylaniline |
| Purity | 98 % |
| CAS | 120-21-8 |
| MDL Number | MFCD00003382 |
| Molecular Formula | C11H15NO |
| Molecular Weight | 177.247 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![4-[Ethyl(methyl)amino]benzaldehyde](data:image/png;base64,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)
PN: 4632-1-0Q
CAS: 64693-47-6
Molecule Weight: 163.22
Formula: C10H13NO
PN: 4632-5-07
CAS: 94-31-5
Molecule Weight: 197.66
Formula: C10H12ClNO
PN: 4656-1-9U
CAS: 1201-91-8
Molecule Weight: 179.219
Formula: C10H13NO2
![4-[N,N-Bis(2-hydroxyethyl)amino]benzaldehyde](data:image/png;base64,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)
PN: 4632-1-01
CAS: 27913-86-6
Molecule Weight: 209.245
Formula: C11H15NO3
PN: 4648-1-72
CAS: 4181-05-9
Molecule Weight: 273.335
Formula: C19H15NO
Melting Point: 38-41 ℃
Boiling Point: 174 ℃
Flash Point: 165 ℃
TSCA: Listed on TSCA inventory
EINECS: 204-377-4
