| Product Number | 2823-3-0G |
| Purity | 97 % |
| CAS | 1186194-84-2 |
| MDL Number | MFCD07780246 |
| Molecular Formula | C13H13F3O4 |
| Molecular Weight | 290.238 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2823-3-0G
CAS: 1186194-84-2
Molecule Weight: 290.238
Formula: C13H13F3O4
![3-[3-(Trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
PN: 2821-3-33
CAS: 585-50-2
Molecule Weight: 218.175
Formula: C10H9F3O2
![3-[3-Methyl-5-(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
PN: 2821-3-67
CAS: 1092460-65-5
Molecule Weight: 232.202
Formula: C11H11F3O2
![3-[3,5-Bis(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
PN: 2821-3-1T
CAS: 181772-16-7
Molecule Weight: 286.173
Formula: C11H8F6O2
PN: 2829-3-03
CAS: 93618-66-7
Molecule Weight: 246.185
Formula: C11H9F3O3
![3-[4-Methyl-3-(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
PN: 2821-3-74
CAS: 1017778-20-9
Molecule Weight: 232.202
Formula: C11H11F3O2
![Ethyl 3-[3-(trifluoromethyl)phenyl]-3-oxopropanoate](data:image/png;base64,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)
PN: 2829-3-X1
CAS: 1717-42-6
Molecule Weight: 260.212
Formula: C12H11F3O3
![Methyl 3-amino-3-[3-(trifluoromethyl)phenyl]propanoate](data:image/png;base64,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)
PN: 4858-3-18
CAS: 1354951-67-9
Molecule Weight: 247.217
Formula: C11H12F3NO2
TSCA: Not listed on TSCA inventory