| Product Number | 2821-3-69 |
| Synonyms | 3-[4-Fluoro-2-(trifluoromethyl)phenyl]propanoic acid |
| CAS | 916420-73-0 |
| MDL Number | MFCD09025397 |
| Molecular Formula | C10H8F4O2 |
| Molecular Weight | 236.166 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2821-3-69
CAS: 916420-73-0
Molecule Weight: 236.166
Formula: C10H8F4O2
![3-[5-Fluoro-2-(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
PN: 2821-3-76
CAS: 916420-43-4
Molecule Weight: 236.166
Formula: C10H8F4O2
PN: 4857-3-18
CAS: 1259997-93-7
Molecule Weight: 251.181
Formula: C10H9F4NO2
![3-[2-(Trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
PN: 2821-3-16
CAS: 94022-99-8
Molecule Weight: 218.175
Formula: C10H9F3O2
PN: 2721-3-66
CAS: 166251-34-9
Molecule Weight: 182.194
Formula: C10H11FO2
PN: 4857-3-21
CAS: 1260002-41-2
Molecule Weight: 251.181
Formula: C10H9F4NO2
PN: 4857-3-10
CAS: 1043500-58-8
Molecule Weight: 251.181
Formula: C10H9F4NO2
![3-[5-Methyl-2-(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
PN: 2821-3-77
CAS: 1017779-28-0
Molecule Weight: 232.202
Formula: C11H11F3O2
Melting Point: 72-75 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
HTN: 2916.39.4600