| Product Number | 2704-3-02 |
| Synonyms | BIS-AF; Hexafluoroacetone bisphenol; Bisphenol AF; 4,4'-(Hexafluoroisopropylidene)diphenol |
| Purity | 98 % |
| CAS | 1478-61-1 |
| MDL Number | MFCD00000439 |
| Molecular Formula | C15H10F6O2 |
| Molecular Weight | 336.233 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 250 g | 110 | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2704-3-02
CAS: 1478-61-1
Molecule Weight: 336.233
Formula: C15H10F6O2
PN: 2704-3-24
CAS: 74938-83-3
Molecule Weight: 380.197
Formula: C15H8F6Na2O2
![2,2-Bis(4-hydroxyphenyl)-2-[4-(trifluoromethyl)phenyl]trifluoroethane](data:image/png;base64,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)
PN: 2804-3-01
CAS: 874438-52-5
Molecule Weight: 412.331
Formula: C21H14F6O2
PN: 2704-1-24
CAS: 80-05-7
Molecule Weight: 228.291
Formula: C15H16O2
PN: 2705-1-06
CAS: 27955-94-8
Molecule Weight: 306.361
Formula: C20H18O3
PN: 2603-3-11
CAS: 836-79-3
Molecule Weight: 260.135
Formula: C9H6F6O2
PN: 2704-3-35
CAS: 114611-30-2
Molecule Weight: 408.195
Formula: C15H6F10O2
PN: 1700-3-22
CAS: 1095-77-8
Molecule Weight: 332.289
Formula: C17H14F6
Melting Point: 160-163 ℃
Boiling Point: 400 ℃
Density: 1.53
Hazard Statement: H315-H319-H335
TSCA: Listed on TSCA inventory
HTN: 2908.19.0500
EINECS: 216-036-7
ENCS: 4-1335
RTECS: SN2780000