| Product Number | 4648-1-1R |
| Purity | 98 % |
| CAS | 1202-66-0 |
| MDL Number | MFCD01670887 |
| Molecular Formula | C10H13NO2 |
| Molecular Weight | 179.219 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4748-1-X4
CAS: 76472-23-6
Molecule Weight: 179.219
Formula: C10H13NO2
![4-[2-(Dimethylamino)ethyl]phenol hydrochloride](data:image/png;base64,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)
PN: 4756-5-X4
CAS: 6027-23-2
Molecule Weight: 201.69
Formula: C10H16ClNO
Melting Point: 134 ℃
TSCA: Not listed on TSCA inventory
