| Product Number | 2721-3-62 |
| Synonyms | 3-(3-Fluoro-5-methylphenyl)propanoic acid |
| CAS | 1017779-56-4 |
| MDL Number | MFCD09832369 |
| 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: 2721-3-62
CAS: 1017779-56-4
Molecule Weight: 182.194
Formula: C10H11FO2
PN: 2721-3-13
CAS: 458-45-7
Molecule Weight: 168.167
Formula: C9H9FO2
PN: 2621-3-99
CAS: 84315-24-2
Molecule Weight: 186.158
Formula: C9H8F2O2
PN: 2721-3-X0
CAS: 161712-75-0
Molecule Weight: 186.158
Formula: C9H8F2O2
PN: 2721-3-61
CAS: 881189-62-4
Molecule Weight: 182.194
Formula: C10H11FO2
PN: 2621-3-96
CAS: 886499-50-9
Molecule Weight: 204.148
Formula: C9H7F3O2
PN: 2623-3-2G
CAS: 425704-52-5
Molecule Weight: 182.194
Formula: C10H11FO2
![3-[3-Fluoro-5-(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
PN: 2821-3-65
CAS: 916420-41-2
Molecule Weight: 236.166
Formula: C10H8F4O2
TSCA: Not listed on TSCA inventory