| Product Number | 3730-1-X7 |
| Synonyms | alpha-(Aminomethyl)-N,N-dimethylbenzylamine; N-(2-Amino-1-phenylethyl)dimethylamine |
| CAS | 6342-21-8 |
| MDL Number | MFCD01631934 |
| Molecular Formula | C10H16N2 |
| Molecular Weight | 164.252 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3730-1-X7
CAS: 6342-21-8
Molecule Weight: 164.252
Formula: C10H16N2
PN: 3632-1-R0
CAS: 19342-01-9
Molecule Weight: 149.237
Formula: C10H15N
PN: 3632-1-S0
CAS: 17279-31-1
Molecule Weight: 149.237
Formula: C10H15N
PN: 3631-1-R2
CAS: 5933-40-4
Molecule Weight: 135.21
Formula: C9H13N
PN: 3631-1-S2
CAS: 19131-99-8
Molecule Weight: 135.21
Formula: C9H13N
![[2-(methylamino)-2-phenylethyl]dimethylamine dihydrochloride](data:image/png;base64,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)
PN: 3732-5-04
CAS: 1171365-90-4
Molecule Weight: 251.2
Formula: C11H20Cl2N2
Boiling Point: 65 ℃
TSCA: Not listed on TSCA inventory
