| Product Number | 4630-1-13 |
| CAS | 91252-41-4 |
| MDL Number | MFCD03840178 |
| Molecular Formula | C10H15NO3 |
| Molecular Weight | 197.234 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4630-1-13
CAS: 91252-41-4
Molecule Weight: 197.234
Formula: C10H15NO3
PN: 4656-5-2S
CAS: 27382-18-9
Molecule Weight: 203.67
Formula: C9H14ClNO2
PN: 4631-1-07
CAS: 804428-42-0
Molecule Weight: 239.315
Formula: C13H21NO3
PN: 2608-1-0F
CAS: 39507-96-5
Molecule Weight: 196.246
Formula: C11H16O3
PN: 4630-1-15
CAS: 3600-87-1
Molecule Weight: 197.234
Formula: C10H15NO3
![2-Amino-1-[3-(trifluoromethoxy)phenyl]ethan-1-ol](data:image/png;base64,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)
PN: 4656-3-6N
CAS: 852392-18-8
Molecule Weight: 221.179
Formula: C9H10F3NO2
PN: 4756-5-09
CAS: 2176-14-9
Molecule Weight: 233.69
Formula: C10H16ClNO3
TSCA: Not listed on TSCA inventory
