| Product Number | 4737-3-X1 |
| Synonyms | 2-Cyano-3-fluoro-4'-methyldiphenyl ether; 4-(2-Cyano-3-fluorophenoxy)toluene |
| Purity | 97 % |
| CAS | 175204-08-7 |
| MDL Number | MFCD00068203 |
| Molecular Formula | C14H10FNO |
| Molecular Weight | 227.238 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4737-3-X1
CAS: 175204-08-7
Molecule Weight: 227.238
Formula: C14H10FNO
PN: 4637-3-08
CAS: 175204-06-5
Molecule Weight: 213.211
Formula: C13H8FNO
PN: 4637-3-Y4
CAS: 175204-07-6
Molecule Weight: 231.202
Formula: C13H7F2NO
![2-Fluoro-6-[4-(methylthio)phenoxy]benzonitrile](data:image/png;base64,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)
PN: 8666-3-01
CAS: 148901-52-4
Molecule Weight: 259.3
Formula: C14H10FNOS
PN: 4637-3-5U
CAS: 877149-18-3
Molecule Weight: 213.211
Formula: C13H8FNO
PN: 4637-3-26
CAS: 94088-46-7
Molecule Weight: 151.14
Formula: C8H6FNO
PN: 4637-3-Q2
CAS: 119584-73-5
Molecule Weight: 165.167
Formula: C9H8FNO
PN: 4630-3-33
CAS: 361394-40-3
Molecule Weight: 247.269
Formula: C14H14FNO2
Melting Point: 93-95 ℃
Density: 1.07
DOT/IATA/IMDG: UN 3439 - HC 6.1 - PG III
TSCA: Not listed on TSCA inventory