| Product Number | 4630-1-1F |
| Purity | 95 % |
| CAS | 40023-74-3 |
| MDL Number | MFCD00593475 |
| Molecular Formula | C9H13NO |
| Molecular Weight | 151.209 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4630-1-1F
CAS: 40023-74-3
Molecule Weight: 151.209
Formula: C9H13NO
PN: 4630-5-16
CAS: 1338222-50-6
Molecule Weight: 201.69
Formula: C10H16ClNO
PN: 4756-5-47
CAS: 1227418-17-8
Molecule Weight: 199.68
Formula: C10H14ClNO
![1-[2-(Allyloxy)phenyl]ethanamine](data:image/png;base64,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)
PN: 4630-1-1N
CAS: 1184578-88-8
Molecule Weight: 177.247
Formula: C11H15NO
PN: 4632-1-18
CAS: 842976-90-3
Molecule Weight: 194.278
Formula: C11H18N2O
PN: 4756-3-18
CAS: 1220040-08-3
Molecule Weight: 169.199
Formula: C9H12FNO
TSCA: Not listed on TSCA inventory
