| Product Number | 3630-1-X9 |
| Synonyms | 1-Methyl-3-phenylpropylamine; 3-Amino-1-phenylbutane |
| Purity | 98 % |
| CAS | 22374-89-6 |
| MDL Number | MFCD00008090 |
| Molecular Formula | C10H15N |
| Molecular Weight | 149.237 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![3-Phenylbicyclo[1.1.1]pentan-1-amine](data:image/png;base64,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)
PN: 3630-1-23
CAS: 784093-32-9
Molecule Weight: 159.232
Formula: C11H13N
PN: 3731-1-X1
CAS: 23580-89-4
Molecule Weight: 149.237
Formula: C10H15N
Melting Point: -50 ℃
Boiling Point: 220-222 ℃
Refractive Index: 1.51
Density: 0.928
DOT/IATA/IMDG: UN 2922 - HC 8(6.1) - PG III
Flash Point: 97 ℃
TSCA: Not listed on TSCA inventory
HTN: 2921.49.4500
EINECS: 244-942-2
