| Product Number | 3630-1-X1 |
| Synonyms | 4-Aminobenzylamine; (4-Aminophenyl)methylamine |
| Purity | 98 % |
| CAS | 4403-71-8 |
| MDL Number | MFCD00075513 |
| Molecular Formula | C7H10N2 |
| Molecular Weight | 122.171 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![4-[(Methylamino)methyl]aniline](data:image/png;base64,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)
PN: 3731-1-X2
CAS: 38020-69-8
Molecule Weight: 136.198
Formula: C8H12N2
PN: 3630-1-22
CAS: 6406-74-2
Molecule Weight: 150.225
Formula: C9H14N2
PN: 3631-1-16
CAS: 1019115-71-9
Molecule Weight: 150.225
Formula: C9H14N2
PN: 3732-1-X9
CAS: 19293-58-4
Molecule Weight: 150.225
Formula: C9H14N2
Melting Point: 37 ℃
Boiling Point: 101 ℃
Refractive Index: 1.61
Density: 1.078
DOT/IATA/IMDG: UN 3259 - HC 8 - PG II
Flash Point: 113 ℃
TSCA: Not listed on TSCA inventory
HTN: 2921.59.4000
EINECS: 610-164-0
