| Product Number | 2829-3-21 |
| CAS | 1242314-02-8 |
| MDL Number | MFCD22423133 |
| Molecular Formula | C15H15F3O3 |
| Molecular Weight | 300.277 |
| Units | Price (USD) | Availability |
|---|
PN: 2829-3-21
CAS: 1242314-02-8
Molecule Weight: 300.277
Formula: C15H15F3O3
![4-Oxo-1-[4-(trifluoromethyl)phenyl]cyclohexanecarboxylic acid](data:image/png;base64,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)
PN: 2829-3-20
CAS: 1385694-50-7
Molecule Weight: 286.25
Formula: C14H13F3O3
PN: 2729-1-77
CAS: 1385694-49-4
Molecule Weight: 288.387
Formula: C18H24O3
PN: 2629-1-U6
CAS: 75945-90-3
Molecule Weight: 232.279
Formula: C14H16O3
PN: 2629-3-92
CAS: 80912-51-2
Molecule Weight: 250.269
Formula: C14H15FO3
![Methyl 4-oxo-1-[3-(trifluoromethyl)phenyl]cyclohexanecarboxylate](data:image/png;base64,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)
PN: 2829-3-19
CAS: 1385694-63-2
Molecule Weight: 300.277
Formula: C15H15F3O3
PN: 2729-1-76
CAS: 1385694-58-5
Molecule Weight: 274.36
Formula: C17H22O3
PN: 2729-1-79
CAS: 1385694-69-8
Molecule Weight: 246.306
Formula: C15H18O3
TSCA: Not listed on TSCA inventory