| Product Number | 2617-3-19 |
| Purity | 97 % |
| CAS | 37989-92-7 |
| MDL Number | MFCD00236612 |
| Molecular Formula | C15H13FO |
| Molecular Weight | 228.266 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2617-3-19
CAS: 37989-92-7
Molecule Weight: 228.266
Formula: C15H13FO
![2-Bromo-1-(2'-fluoro[1,1'-biphenyl]-4-yl)propan-1-one](data:image/png;base64,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)
PN: 2617-B-00
CAS: 306936-01-6
Molecule Weight: 307.162
Formula: C15H12BrFO
PN: 2617-3-2M
CAS: 42771-79-9
Molecule Weight: 214.239
Formula: C14H11FO
![2'-Fluoro-[1,1'-biphenyl]-4-carboxaldehyde](data:image/png;base64,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)
PN: 2615-3-85
CAS: 57592-42-4
Molecule Weight: 200.212
Formula: C13H9FO
![1-(4'-Fluoro[1,1-biphenyl]-4-yl)ethanone](data:image/png;base64,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)
PN: 2617-3-97
CAS: 720-74-1
Molecule Weight: 214.239
Formula: C14H11FO
![3-(2'-Fluoro-[1,1'-biphenyl]-4-yl)propanoic acid](data:image/png;base64,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)
PN: 2621-3-0V
CAS: 1176579-43-3
Molecule Weight: 244.265
Formula: C15H13FO2
![4-(2'-Fluoro-[1,1'-biphenyl]-4-yl)butanoic acid](data:image/png;base64,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)
PN: 2621-3-0T
CAS: 40096-53-5
Molecule Weight: 258.292
Formula: C16H15FO2
![1-(3'-Fluoro[1,1-biphenyl]-4-yl)ethanone](data:image/png;base64,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)
PN: 2617-3-98
CAS: 5002-42-6
Molecule Weight: 214.239
Formula: C14H11FO
Melting Point: 76-77 ℃
TSCA: Not listed on TSCA inventory
HTN: 2914.70.4000