| Product Number | 4630-1-12 |
| CAS | 1171149-12-4 |
| MDL Number | MFCD04117771 |
| Molecular Formula | C11H15NO6 |
| Molecular Weight | 257.242 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4630-1-12
CAS: 1171149-12-4
Molecule Weight: 257.242
Formula: C11H15NO6
PN: 2707-1-Y2
CAS: 13513-82-1
Molecule Weight: 152.193
Formula: C9H12O2
![2-Amino-1-[2-(trifluoromethoxy)phenyl]ethan-1-ol](data:image/png;base64,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)
PN: 4656-3-6P
CAS: 1042605-24-2
Molecule Weight: 221.179
Formula: C9H10F3NO2
PN: 4630-1-15
CAS: 3600-87-1
Molecule Weight: 197.234
Formula: C10H15NO3
PN: 2607-1-2W
CAS: 21022-73-1
Molecule Weight: 166.22
Formula: C10H14O2
TSCA: Not listed on TSCA inventory