| Product Number | 2721-3-59 |
| Synonyms | 3-(2-Fluoro-5-methylphenyl)propanoic acid |
| CAS | 881189-60-2 |
| MDL Number | MFCD09025395 |
| Molecular Formula | C10H11FO2 |
| Molecular Weight | 182.194 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2721-3-59
CAS: 881189-60-2
Molecule Weight: 182.194
Formula: C10H11FO2
PN: 2721-3-12
CAS: 1643-26-1
Molecule Weight: 168.167
Formula: C9H9FO2
PN: 2721-3-67
CAS: 1017779-63-3
Molecule Weight: 196.221
Formula: C11H13FO2
PN: 2721-3-68
CAS: 881189-64-6
Molecule Weight: 182.194
Formula: C10H11FO2
PN: 2621-3-5X
CAS: 167683-63-8
Molecule Weight: 186.158
Formula: C9H8F2O2
PN: 2621-3-94
CAS: 134672-70-1
Molecule Weight: 186.158
Formula: C9H8F2O2
PN: 2721-3-1D
CAS: 943113-85-7
Molecule Weight: 182.194
Formula: C10H11FO2
![3-[2-Fluoro-5-(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
PN: 2821-3-57
CAS: 916420-39-8
Molecule Weight: 236.166
Formula: C10H8F4O2
TSCA: Not listed on TSCA inventory