| Product Number | 2617-3-Y1 |
| Synonyms | (4-Fluorophenyl)(4-methoxyphenyl)methanone; 4-(4-Fluorobenzoyl)anisole |
| Purity | 98 % |
| CAS | 345-89-1 |
| MDL Number | MFCD00055469 |
| Molecular Formula | C14H11FO2 |
| Molecular Weight | 230.238 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2617-3-Y1
CAS: 345-89-1
Molecule Weight: 230.238
Formula: C14H11FO2
PN: 2620-3-44
CAS: 25913-05-7
Molecule Weight: 216.211
Formula: C13H9FO2
PN: 2617-3-Z2
CAS: 66938-29-2
Molecule Weight: 230.238
Formula: C14H11FO2
PN: 2717-1-18
CAS: 23886-71-7
Molecule Weight: 226.275
Formula: C15H14O2
![2-[4-(4-Fluorobenzoyl)phenyl]-2-(4-methoxyphenyl)acetonitrile](data:image/png;base64,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)
PN: 4637-3-P2
CAS: 339114-73-7
Molecule Weight: 345.373
Formula: C22H16FNO2
PN: 2617-1-Y8
CAS: 14984-21-5
Molecule Weight: 366.416
Formula: C25H18O3
Melting Point: 90-92 ℃
TSCA: Not listed on TSCA inventory
HTN: 2914.70.4000
EINECS: 206-464-2
