![4-Oxo-1-[4-(trifluoromethyl)phenyl]cyclohexanecarboxylic acid](data:image/png;base64,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)
| Product Number | 2829-3-20 |
| CAS | 1385694-50-7 |
| MDL Number | MFCD22423132 |
| Molecular Formula | C14H13F3O3 |
| Molecular Weight | 286.25 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2829-3-20
CAS: 1385694-50-7
Molecule Weight: 286.25
Formula: C14H13F3O3
PN: 2829-3-21
CAS: 1242314-02-8
Molecule Weight: 300.277
Formula: C15H15F3O3
PN: 2729-1-76
CAS: 1385694-58-5
Molecule Weight: 274.36
Formula: C17H22O3
PN: 2621-1-0M
CAS: 75945-91-4
Molecule Weight: 218.252
Formula: C13H14O3
![4-Oxo-1-[3-(trifluoromethyl)phenyl]cyclohexanecarboxylic acid](data:image/png;base64,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)
PN: 2829-3-18
CAS: 1385694-77-8
Molecule Weight: 286.25
Formula: C14H13F3O3
![1-[4-(Trifluoromethyl)phenyl]cyclobutanecarboxylic acid](data:image/png;base64,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)
PN: 2821-3-0W
CAS: 1086379-78-3
Molecule Weight: 244.213
Formula: C12H11F3O2
PN: 2729-1-77
CAS: 1385694-49-4
Molecule Weight: 288.387
Formula: C18H24O3
PN: 2629-3-0M
CAS: 80912-58-9
Molecule Weight: 236.242
Formula: C13H13FO3
TSCA: Not listed on TSCA inventory