| Product Number | 2615-3-16 |
| Synonyms | 3-(1,1,2,2-Tetrafluoroethoxy)benzaldehyde; 3-Formyl-alpha,alpha,beta,beta-tetrafluorophenetole |
| Purity | 95 % |
| CAS | 35295-35-3 |
| MDL Number | MFCD00039574 |
| Molecular Formula | C9H6F4O2 |
| Molecular Weight | 222.139 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2615-3-16
CAS: 35295-35-3
Molecule Weight: 222.139
Formula: C9H6F4O2
![1-[3-(1,1,2,2-Tetrafluoroethoxy)phenyl]ethanone](data:image/png;base64,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)
PN: 2617-3-61
CAS: 101975-16-0
Molecule Weight: 236.166
Formula: C10H8F4O2
PN: 2707-3-13
CAS: 1737-10-6
Molecule Weight: 208.156
Formula: C9H8F4O
PN: 2621-3-57
CAS: 70126-48-6
Molecule Weight: 238.138
Formula: C9H6F4O3
PN: 2615-7-07
CAS: 2003-15-8
Molecule Weight: 238.59
Formula: C9H6ClF3O2
PN: 2615-3-Z5
CAS: 467458-98-6
Molecule Weight: 186.158
Formula: C9H8F2O2
PN: 2615-3-Z4
CAS: 155908-58-0
Molecule Weight: 204.148
Formula: C9H7F3O2
PN: 2615-3-Y0
CAS: 35295-36-4
Molecule Weight: 222.139
Formula: C9H6F4O2
Boiling Point: 95-97 ℃
Refractive Index: 1.454
Density: 1.393
Flash Point: 102.2 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
HTN: 2913.00.4000
EINECS: 252-496-5