| Product Number | 4757-3-36 |
| Synonyms | 2-Amino-3-[2-methyl-5-(trifluoromethoxy)phenyl]propanoic acid |
| CAS | 1435806-20-4 |
| MDL Number | MFCD22201059 |
| Molecular Formula | C11H12F3NO3 |
| Molecular Weight | 263.216 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4757-3-36
CAS: 1435806-20-4
Molecule Weight: 263.216
Formula: C11H12F3NO3
PN: 4757-3-35
CAS: 1706428-65-0
Molecule Weight: 263.216
Formula: C11H12F3NO3
PN: 4657-3-56
CAS: 439587-14-1
Molecule Weight: 249.189
Formula: C10H10F3NO3
![3-[2-Methyl-5-(trifluoromethoxy)phenyl]propionic acid](data:image/png;base64,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)
PN: 2721-3-72
CAS: 1373921-10-8
Molecule Weight: 248.201
Formula: C11H11F3O3
PN: 4657-3-60
CAS: 1259979-50-4
Molecule Weight: 279.215
Formula: C11H12F3NO4
![3-[2-Methyl-4-(trifluoromethoxy)phenyl]propionic acid](data:image/png;base64,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)
PN: 2721-3-71
CAS: 1373921-13-1
Molecule Weight: 248.201
Formula: C11H11F3O3
PN: 4657-1-RF
CAS: 145306-65-6
Molecule Weight: 195.218
Formula: C10H13NO3
PN: 4657-1-SF
CAS: 33879-32-2
Molecule Weight: 195.218
Formula: C10H13NO3
TSCA: Not listed on TSCA inventory