| Product Number | 4632-1-17 |
| Purity | 98 % |
| CAS | 855715-34-3 |
| MDL Number | MFCD06655099 |
| Molecular Formula | C11H18N2O |
| Molecular Weight | 194.278 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4632-1-17
CAS: 855715-34-3
Molecule Weight: 194.278
Formula: C11H18N2O
![(S)-3-[1-(Dimethylamino)ethyl]phenol](data:image/png;base64,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)
PN: 4656-1-S2
CAS: 139306-10-8
Molecule Weight: 165.236
Formula: C10H15NO
![3-[1-(Dimethylamino)ethyl]phenol](data:image/png;base64,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)
PN: 4656-1-ZK
CAS: 105601-04-5
Molecule Weight: 165.236
Formula: C10H15NO
PN: 4656-1-R2
CAS: 851086-95-8
Molecule Weight: 165.236
Formula: C10H15NO
PN: 4633-5-03
CAS: 854184-18-2
Molecule Weight: 187.67
Formula: C9H14ClNO
PN: 4633-5-S0
CAS: 1304771-27-4
Molecule Weight: 187.67
Formula: C9H14ClNO
PN: 4756-5-46
CAS: 109138-28-5
Molecule Weight: 201.69
Formula: C10H16ClNO
PN: 4656-1-8Q
CAS: 325153-00-2
Molecule Weight: 167.208
Formula: C9H13NO2
TSCA: Not listed on TSCA inventory